{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "

ANÁLISE DAS VENDAS DOS PRODUTOS DA HOTMART EM 2016

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Guilherme J. S. Passos

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Belo Horizonte, 12 de Agosto de 2019

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1. INTRODUÇÃO

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A Hotmart é uma empresa de tecnologia brasileira que possui uma plataforma online de comercialização de conhecimento. A plataforma permite que as pessoas comercializem conteúdo de diversas áreas do conhecimento ou revendem o conteúdo produzido por terceiros. Este notebook apresenta um estudo detalhado das vendas dos produtos da Hotmart no ano de 2016 e tem como objetivo explorar algumas técnicas de análise preponderantes para no ofício da ciência de dados.

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A base de dados a ser analisada possui mais de 1,5 milhões de registros e aproximadamente 227 MB de espaço em disco, portanto não se fez necessário a utilização de um serviço distribuído de arquivos em clusters de máquinas para o processamento e abertura dos dados. Ademais, o fato da base possuir apenas 227 MB de espaço permite que ela seja facilmente carregada na memória de laptop comum.

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Inicialmente, apresentar-se-á brevemente os dados do data set e em seguida será realizada uma transformação no valor de cada venda para que seja possível analisar o faturamento gerado pela empresa; uma vez que essa informação está codificada em termos do zscore. Posteriormente, a quarta seção deste estudo se dedicará a apresentar uma detalhadada exploração dos dados segmentada por produtos e produtores de conteúdo. Por fim, na quinta e última seção se aplicará um modelo de machine learning na série temporal das vendas a fim de se estimar o volume futuro das mesmas. Enjoy!!!

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2. APRESENTAÇÃO DOS DADOS

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\n", "A base de dados em estudo possui os seguintes campos:\n", "
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  • purchase_id Identificação da compra na Hotmart;
  • \n", "
  • product_id Identificação do produto na Hotmart;
  • \n", "
  • affiliate_id: Identificação do afiliado na Hotmart, pessoa responsável por revender um determinado produto;
  • \n", "
  • producer_id: Identificação do produtor na Hotmart;
  • \n", "
  • buyer_id: Identificação do comprador na Hotmart;
  • \n", "
  • purchase_date: Data e hora em que a compra foi realizada;
  • \n", "
  • product_creation_date: Data e hora em que o produto foi criado na Hotmart;
  • \n", "
  • product_category: Categoria do produto na Hotmart. Exemplo: e-book, software,\n", "curso online, e-tickets, etc;
  • \n", "
  • product_niche: Nicho de mercado que o produto faz parte. Exemplo: educação, saúde\n", "e bem-estar, sexualidade, etc.;
  • \n", "
  • purchase_value: Valor da compra codificado em zscore do valor real.
  • \n", "
  • affiliate_commission_percentual: percentual de comissão que o afiliado receberá da\n", "compra;
  • \n", "
  • purchase_device: Tipo de dispositivo utilizado no momento da compra, como:\n", "Desktop, Mobile, Tablet, ou Outros;
  • \n", "
  • purchase_origin: Endereço do site do qual a pessoa veio antes da compra (Facebook, Youtube, etc);
  • \n", "
  • is_origin_page_social_network: informa se essa compra veio de uma URL do\n", "Facebook, Youtube, Instagram, Pinterest, ou Twitter;
  • \n", "
    \n", "
    \n", "\n", "
    \n", " As informações apresentadas nos campos product_niche, product_category e purchase_value foram codificadas por razões de confidencialidade. \n", " \n", " \n", "
    \n" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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    purchase_idproduct_idaffiliate_idproducer_idbuyer_idpurchase_dateproduct_creation_dateproduct_categoryproduct_nichepurchase_valueaffiliate_commission_percentualpurchase_devicepurchase_originis_origin_page_social_network
    51632611896030150610.04462059.04462059.01584520.02016-03-06 08:05:582015-05-09 13:33:03Phisical bookChild psychology0.5490.0eReadersOrigin f9430,0
    8866111017693149675.03599751.03599751.05996711.02016-01-12 13:10:422015-05-03 17:44:43Phisical bookAnxiety management0.2280.0eReadersOrigin d8341,0
    66011085282289321.02510048.02510048.01158837.02016-01-02 10:50:332014-03-03 19:22:19Phisical bookPresentation skills-0.4480.0Smart TVOrigin ef2b0,0
    91825912702895132809.0464846.0464846.06590744.02016-04-20 12:26:012015-01-16 09:37:21Phisical bookPersonal finance-0.4530.0Smart TVOrigin ef2b0,0
    88704612641630184522.02755272.02755272.0339681.02016-04-17 07:48:002015-11-08 20:26:28Phisical bookPersonal finance-0.4680.0DesktopOrigin d9a60,0
    \n", "
    " ], "text/plain": [ " purchase_id product_id affiliate_id producer_id buyer_id \\\n", "516326 11896030 150610.0 4462059.0 4462059.0 1584520.0 \n", "88661 11017693 149675.0 3599751.0 3599751.0 5996711.0 \n", "6601 10852822 89321.0 2510048.0 2510048.0 1158837.0 \n", "918259 12702895 132809.0 464846.0 464846.0 6590744.0 \n", "887046 12641630 184522.0 2755272.0 2755272.0 339681.0 \n", "\n", " purchase_date product_creation_date product_category \\\n", "516326 2016-03-06 08:05:58 2015-05-09 13:33:03 Phisical book \n", "88661 2016-01-12 13:10:42 2015-05-03 17:44:43 Phisical book \n", "6601 2016-01-02 10:50:33 2014-03-03 19:22:19 Phisical book \n", "918259 2016-04-20 12:26:01 2015-01-16 09:37:21 Phisical book \n", "887046 2016-04-17 07:48:00 2015-11-08 20:26:28 Phisical book \n", "\n", " product_niche purchase_value affiliate_commission_percentual \\\n", "516326 Child psychology 0.549 0.0 \n", "88661 Anxiety management 0.228 0.0 \n", "6601 Presentation skills -0.448 0.0 \n", "918259 Personal finance -0.453 0.0 \n", "887046 Personal finance -0.468 0.0 \n", "\n", " purchase_device purchase_origin is_origin_page_social_network \n", "516326 eReaders Origin f943 0,0 \n", "88661 eReaders Origin d834 1,0 \n", "6601 Smart TV Origin ef2b 0,0 \n", "918259 Smart TV Origin ef2b 0,0 \n", "887046 Desktop Origin d9a6 0,0 " ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import pandas as pd\n", "\n", "# Carregamento do data set\n", "sales = pd.read_csv('https://query.data.world/s/enrwqqtwlxc55skwsx735hp2yldis4', sep=';',\n", " encoding='utf-8',header=0)\n", "# Visualização dos dados\n", "sales.sample(5)" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "1599828" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Exclusão dos registros que possuem valores nulos\n", "sales = sales.dropna()\n", "len(sales)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "

    3. TRANSFORMAÇÃO DOS DADOS

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    \n", " Como pode ser visto no resultado acima, tem-se exatamente 1.599.828 registros de vendas na base de dados. Contudo, os valores de venda de cada produto estão codificados em termos do zscore. Em estatística, o zscore é uma medida que indica a distância em desvios padrão que um determinado valor está da média do conjunto. Em teoria, o domínio do zscore são todos os números reais, mas na prática aproximadamente 99,73% dos valores de um conjunto normalmente distribuído possuem zscore dentro do intervalo fechado [-3,3]. Desta forma, ir-se-á normalizar os zscores dos valores de venda dos produtos dentro do intervalo [0,1] usando a normalização min-max. As equações a seguir provam que aplicar a normalização min-max no conjunto de zscores de uma variável é equivalente à se aplicar a mesma normalização no conjunto dos valores reais da variável de interesse.\n", " \n", " Sejam m, s, l, u e x a média, o desvio padrão, o valor mínimo, o valor máximo e um valor qualquer do conjunto X respectivamente. Tem-se:\n", "
    \n", "\n", "$$ z = \\frac{x - mean(X)}{sd(X)} \\space (1); $$\n", "
    \n", "

    \n", "Onde z representa o zscore de x. Sejam y e y', o valor x e do zscore de x normalizados respectivamente:\n", "

    \n", "$$ y = \\frac{x - l}{u - l} \\space (2); $$\n", "
    \n", "$$y' = \\frac{z - min(Z)}{max(Z) - min(Z)} \\space (3); $$\n", "
    \n", "

    \n", "Substituindo a equação (1) em (3), obtém-se:\n", "

    \n", "$$y' = \\frac{z - min(Z)}{max(Z) - min(Z)} = \\frac{\\frac{x-m}{s} - \\frac{l-m}{s}}{\\frac{u-m}{s} - \\frac{l-m}{s}} = \\frac{ \\frac{x - \\not{m} - (l- \\not{m})}{\\not{s}} }{ \\frac{u- \\not{m}-(l- \\not{m})}{\\not{s}}} = \\frac{x - l}{u - l} = y$$\n", "
    \n", "

    \n", "O resultado anterior mostra que normalizar o conjunto de zscores de uma variável é equivalente à se normalizar os valores da própria variável. Assim, é possível captar percentualmente o faturamento que cada produto, produtor, categoria ou qualquer outro segmento gerou para a Hotmart sem a necessidade de se utilizar os valores reais das vendas.\n", "

    " ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
    \n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
    product_idpurchase_valuepurchase_value_norm
    156965180755.0-0.4660.000600
    349851112160.00.3580.007186
    1122773163925.00.3100.006802
    106535164264.02.2180.022054
    805783336.0-0.3970.001151
    810574171112.02.2690.022462
    \n", "
    " ], "text/plain": [ " product_id purchase_value purchase_value_norm\n", "1569651 80755.0 -0.466 0.000600\n", "349851 112160.0 0.358 0.007186\n", "1122773 163925.0 0.310 0.006802\n", "106535 164264.0 2.218 0.022054\n", "80578 3336.0 -0.397 0.001151\n", "810574 171112.0 2.269 0.022462" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from sklearn import preprocessing\n", "# Transformação Min-Max na coluna purchase_value\n", "min_max_scaler = preprocessing.MinMaxScaler()\n", "sales['purchase_value_norm'] = min_max_scaler.fit_transform(sales[['purchase_value']].values)\n", "sales[['product_id','purchase_value','purchase_value_norm']].sample(6)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "

    4. EXPLORAÇÃO DOS DADOS

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    \n", "\n", "

    \n", " Nesta etapa do estudo, analisar-se-á o total de vendas realizadas e o faturamento gerado por cada produto e produtor de conteúdo.\n", "

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    4.1 SEGMENTAÇÃO DAS VENDAS POR PRODUTO

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    \n", " Apresenta-se nesta seção a análise das vendas e do faturamento da Hotmart segmentada por produto.\n", "

    " ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "# Define um método sales_by_id responsável por segmentar as vendas por um dado ID\n", "def sales_by_id(sales,column_id,column_name):\n", "\n", " df = sales.groupby(column_id).count()[['purchase_id']].sort_values(by=['purchase_id'],\n", " ascending=False)\n", " df.columns = [column_name]\n", " # Rankeamento dos itens por quantidade de vendas\n", " df['sales_rank'] = df[column_name].rank(ascending=False)\n", " # Percentual do total de vendas por item\n", " df['%_sales'] = sales[column_id].value_counts(normalize=True) *100\n", " \n", " return df" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
  • Ranking dos produtos que mais vendem
  • " ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "scrolled": false }, "outputs": [ { "data": { "text/html": [ "
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    product_idsales_ranksales_by_product%_salesrevenue_rankrevenue_by_product%_revenueproduct_nicheproduct_categorypurchase_device
    0219755.01.0412202.5765271382.00.6589820.010883ImmigrationPhisical bookDesktop
    1130294.02.0327312.0459071.092.6186151.529521ImmigrationPhisical bookeReaders
    242903.03.0272281.7019334.062.8998101.038739YouTube video creationPhisical bookSmart TV
    363718.04.0241321.50841211.045.9098660.758164YouTube video creationPhisical bookeReaders
    4132809.05.0233501.4595322017.00.3732950.006165Personal financePhisical bookSmart TV
    583377.06.0216011.3502083.064.4048301.063594Anxiety managementPhisical bookSmart TV
    6149048.07.0163861.024235457.02.3576600.038935NegotiationPhisical bookSmart TV
    759205.08.0160961.0061089.047.6053140.786163NegotiationPhisical bookeReaders
    8154310.09.0144550.903535144.07.5104710.124029GovernmentPodcastSmart TV
    9132454.010.0116850.730391333.03.1757290.052445Online course creationPhisical bookeReaders
    \n", "
    " ], "text/plain": [ " product_id sales_rank sales_by_product %_sales revenue_rank \\\n", "0 219755.0 1.0 41220 2.576527 1382.0 \n", "1 130294.0 2.0 32731 2.045907 1.0 \n", "2 42903.0 3.0 27228 1.701933 4.0 \n", "3 63718.0 4.0 24132 1.508412 11.0 \n", "4 132809.0 5.0 23350 1.459532 2017.0 \n", "5 83377.0 6.0 21601 1.350208 3.0 \n", "6 149048.0 7.0 16386 1.024235 457.0 \n", "7 59205.0 8.0 16096 1.006108 9.0 \n", "8 154310.0 9.0 14455 0.903535 144.0 \n", "9 132454.0 10.0 11685 0.730391 333.0 \n", "\n", " revenue_by_product %_revenue product_niche product_category \\\n", "0 0.658982 0.010883 Immigration Phisical book \n", "1 92.618615 1.529521 Immigration Phisical book \n", "2 62.899810 1.038739 YouTube video creation Phisical book \n", "3 45.909866 0.758164 YouTube video creation Phisical book \n", "4 0.373295 0.006165 Personal finance Phisical book \n", "5 64.404830 1.063594 Anxiety management Phisical book \n", "6 2.357660 0.038935 Negotiation Phisical book \n", "7 47.605314 0.786163 Negotiation Phisical book \n", "8 7.510471 0.124029 Government Podcast \n", "9 3.175729 0.052445 Online course creation Phisical book \n", "\n", " purchase_device \n", "0 Desktop \n", "1 eReaders \n", "2 Smart TV \n", "3 eReaders \n", "4 Smart TV \n", "5 Smart TV \n", "6 Smart TV \n", "7 eReaders \n", "8 Smart TV \n", "9 eReaders " ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Obtém as vendas segmentadas por produtos\n", "by_products = sales_by_id(sales,'product_id','sales_by_product')\n", "\n", "# ------------------------------------------ Cálculo do faturamento gerado por cada produto\n", "# Lista de produtos\n", "unique = sales.drop_duplicates(subset=['product_id'])\n", "by_products = pd.merge(by_products,\n", " unique[['product_id','purchase_value_norm','product_niche','product_category',\n", " 'purchase_device']],\n", " how='inner',on='product_id')\n", "\n", "# Cálculo da receita de cada produto\n", "by_products['revenue_by_product'] = by_products['sales_by_product'] * by_products['purchase_value_norm']\n", "del by_products['purchase_value_norm']\n", "# Rankeamento dos produtos por faturamento\n", "by_products['revenue_rank'] = by_products['revenue_by_product'].rank(ascending=False)\n", "# Percentual do faturamento por produtos\n", "by_products['%_revenue'] = 100*(by_products['revenue_by_product']/by_products['revenue_by_product'].sum())\n", "\n", "# Ordenação das colunas\n", "by_products = by_products[['product_id','sales_rank','sales_by_product','%_sales',\n", " 'revenue_rank','revenue_by_product','%_revenue',\n", " 'product_niche','product_category','purchase_device']]\n", "# Resultado\n", "by_products.head(10)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "17883" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Total de produtos\n", "len(by_products)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
  • Ranking dos produtos que mais faturam
  • " ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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    20150610.010.046.6343380.77012821.062530.390855Child psychologyPhisical bookeReaders
    \n", "
    " ], "text/plain": [ " product_id revenue_rank revenue_by_product %_revenue sales_rank \\\n", "1 130294.0 1.0 92.618615 1.529521 2.0 \n", "201 206775.0 2.0 75.616825 1.248751 202.0 \n", "5 83377.0 3.0 64.404830 1.063594 6.0 \n", "2 42903.0 4.0 62.899810 1.038739 3.0 \n", "12 138480.0 5.0 58.973757 0.973904 13.0 \n", "11 191898.0 6.0 53.892935 0.889998 12.0 \n", "89 202509.0 7.0 50.045243 0.826457 90.0 \n", "137 209799.0 8.0 48.775911 0.805495 138.0 \n", "7 59205.0 9.0 47.605314 0.786163 8.0 \n", "20 150610.0 10.0 46.634338 0.770128 21.0 \n", "\n", " sales_by_product %_sales product_niche product_category \\\n", "1 32731 2.045907 Immigration Phisical book \n", "201 1226 0.076633 Careers Phisical book \n", "5 21601 1.350208 Anxiety management Phisical book \n", "2 27228 1.701933 YouTube video creation Phisical book \n", "12 9903 0.619004 Presentation skills Phisical book \n", "11 10018 0.626192 Anxiety management Phisical book \n", "89 2376 0.148516 Accounting Phisical book \n", "137 1622 0.101386 Negotiation Phisical book \n", "7 16096 1.006108 Negotiation Phisical book \n", "20 6253 0.390855 Child psychology Phisical book \n", "\n", " purchase_device \n", "1 eReaders \n", "201 eReaders \n", "5 Smart TV \n", "2 Smart TV \n", "12 Desktop \n", "11 eReaders \n", "89 eReaders \n", "137 eReaders \n", "7 eReaders \n", "20 eReaders " ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Ordena os produtos por faturamento\n", "by_products = by_products.sort_values(by=['%_revenue'],ascending=False)\n", "# Reordenação das colunas\n", "by_products[['product_id','revenue_rank','revenue_by_product','%_revenue',\n", " 'sales_rank','sales_by_product','%_sales',\n", " 'product_niche','product_category','purchase_device']].head(10)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
    A tabela anterior reúne todos os produtos rankeados pelo número total de vendas e por faturamento. Os campos mostrados significam o seguinte: \n", "

    \n", "

  • product_id: Identificação do produto na Hotmart;
  • \n", "
  • sales_rank: Posição do produto no ranking de vendas;
  • \n", "
  • sales_by_product: Quantidade de vendas do produto;
  • \n", "
  • %_sales Percentual de venda do produto em relação as vendas totais;
  • \n", "
  • revenue_rank: Posição do produto no ranking de faturamento;
  • \n", "
  • revenue_by_product: Faturamento gerado pelo produto normalizado;
  • \n", "
  • %_revenue: Percentual do faturamento do produto em relação ao faturamento total;
  • \n", "

    \n", "
    \n", "
    \n", "A tabela acima mostra que 9 dos 20 produtos mais vendidos foram também os 20 produtos que mais geraram receita para a Hotmart em 2016.\n", "Uma vez obtido o ranking de produtos por número de vendas e faturamento, é possível determinar qual é a relevância percentual de um determinado produto para a Hotmart.
    " ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "# Define um método sales_relevance responsável por computar a revelância de conjuntos de ranking dos produtos\n", "def sales_relevance(df,rankings,text):\n", " # Percentual cumulativo do total de vendas de cada produto do ranking\n", " rank_cum_sales = pd.DataFrame({'%':df['%_sales'].cumsum()})\n", "\n", " # Percentual cumulativo do faturamento de cada produto do ranking\n", " rank_cum_revenue = pd.DataFrame({'%':df['%_revenue'].cumsum()})\n", "\n", " # Output\n", " percentage_sales = []\n", " percentage_revenue = []\n", " ranks = []\n", " percentage_amount = []\n", "\n", " for value in rankings:\n", " # Computa a quantidade de produtos dentro dentro de determinado percentual cumlativo\n", " ranks.append(text.format(str(value)))\n", " percentage_sales.append(round(rank_cum_sales .iloc[value-1,0],2))\n", " percentage_revenue.append(round(rank_cum_revenue.iloc[value-1,0],2))\n", " # Computa a quantidade percentual de itens\n", " percentage_amount.append(round(100*(value/len(df)),2))\n", "\n", " return pd.DataFrame({'Rankings':ranks,'Percentage Amount (%)':percentage_amount,\n", " 'Relevance - Sales (%)':percentage_sales,\n", " 'Relevance - Revenue (%)':percentage_revenue})" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
  • Relevância de alguns rankings de vendas dos produtos para a Hotmart
  • " ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
    \n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
    RankingsPercentage Amount (%)Relevance - Sales (%)Relevance - Revenue (%)
    0TOP 1 produtos mais vendidos0.012.580.01
    1TOP 5 produtos mais vendidos0.039.293.34
    2TOP 10 produtos mais vendidos0.0614.315.41
    3TOP 20 produtos mais vendidos0.1119.519.49
    4TOP 60 produtos mais vendidos0.3430.4915.77
    5TOP 120 produtos mais vendidos0.6739.8724.28
    6TOP 240 produtos mais vendidos1.3450.1735.37
    7TOP 450 produtos mais vendidos2.5260.2144.73
    8TOP 800 produtos mais vendidos4.4769.8158.33
    9TOP 1500 produtos mais vendidos8.3980.1072.68
    10TOP 3000 produtos mais vendidos16.7889.7685.77
    11TOP 5000 produtos mais vendidos27.9694.9493.05
    \n", "
    " ], "text/plain": [ " Rankings Percentage Amount (%) \\\n", "0 TOP 1 produtos mais vendidos 0.01 \n", "1 TOP 5 produtos mais vendidos 0.03 \n", "2 TOP 10 produtos mais vendidos 0.06 \n", "3 TOP 20 produtos mais vendidos 0.11 \n", "4 TOP 60 produtos mais vendidos 0.34 \n", "5 TOP 120 produtos mais vendidos 0.67 \n", "6 TOP 240 produtos mais vendidos 1.34 \n", "7 TOP 450 produtos mais vendidos 2.52 \n", "8 TOP 800 produtos mais vendidos 4.47 \n", "9 TOP 1500 produtos mais vendidos 8.39 \n", "10 TOP 3000 produtos mais vendidos 16.78 \n", "11 TOP 5000 produtos mais vendidos 27.96 \n", "\n", " Relevance - Sales (%) Relevance - Revenue (%) \n", "0 2.58 0.01 \n", "1 9.29 3.34 \n", "2 14.31 5.41 \n", "3 19.51 9.49 \n", "4 30.49 15.77 \n", "5 39.87 24.28 \n", "6 50.17 35.37 \n", "7 60.21 44.73 \n", "8 69.81 58.33 \n", "9 80.10 72.68 \n", "10 89.76 85.77 \n", "11 94.94 93.05 " ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Rankeamento dos produtos por faturamento\n", "by_products = by_products.sort_values(by=['%_sales'],ascending=False)\n", "# Rankings a serem analasidados\n", "rankings = [1,5,10,20,60,120,240,450,800,1500,3000,5000]\n", "text = \"TOP {} produtos mais vendidos\"\n", "# Relevância dos rankings\n", "sales_relevance(by_products,rankings,text)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
    \n", " Os campos mostrados tabela acima significam o seguinte: \n", "
    \n", "
  • Rankings: Rankings dos produtos mais vendidos;
  • \n", "
  • Percentage Amount (%): Quantidade percentual de produtos dentro do ranking
  • \n", "
  • Relevance - Sales (%): Relevância percentual do ranking no total de vendas;
  • \n", "
  • Relevance - Revenue (%): Relevância percentual do ranking no faturamento total da empresa
  • \n", "
    \n", "
    \n", "
    Os resultados mostrados na tabela acima indicam, dentre outras coisas, que os 60 produtos mais vendidos (cerca de 0,67% dos produtos disponíveis) foram responsáveis por mais de 30% de todas as vendas e, aproximadamente, 16% do faturamento da Hotmart em 2016. \n", "
  • Análise do nicho, categoria e aparelho de compra dos produtos mais vendidos
  • \n", "
    " ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
    \n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
    Total de produtos
    product_niche
    Negotiation78
    Anxiety management75
    Personal finance58
    Presentation skills40
    Government32
    Organization22
    Careers18
    Procrastination18
    Online course creation16
    Accounting14
    Biology14
    YouTube video creation11
    Media training11
    Immigration10
    Economics9
    \n", "
    " ], "text/plain": [ " Total de produtos\n", "product_niche \n", "Negotiation 78\n", "Anxiety management 75\n", "Personal finance 58\n", "Presentation skills 40\n", "Government 32\n", "Organization 22\n", "Careers 18\n", "Procrastination 18\n", "Online course creation 16\n", "Accounting 14\n", "Biology 14\n", "YouTube video creation 11\n", "Media training 11\n", "Immigration 10\n", "Economics 9" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Define um método by_topProducts responsável por analisar os produtos de um terminado rank por um determinado\n", "# filtro \n", "def by_topProducts(filter, rank):\n", " output = by_products[[filter,'product_id']].head(rank).groupby([filter]).count().\\\n", " sort_values(by=['product_id'],ascending=False)\n", " output.columns = ['Total de produtos']\n", " return output\n", "by_topProducts('product_niche',450).head(15)" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
    \n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
    Total de produtos
    product_category
    Phisical book379
    Podcast57
    Workshop11
    eBook2
    Subscription1
    \n", "
    " ], "text/plain": [ " Total de produtos\n", "product_category \n", "Phisical book 379\n", "Podcast 57\n", "Workshop 11\n", "eBook 2\n", "Subscription 1" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "by_topProducts('product_category',450)" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/html": [ "
    \n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
    Total de produtos
    purchase_device
    eReaders199
    Desktop139
    Smart TV105
    Cellphone6
    Tablet1
    \n", "
    " ], "text/plain": [ " Total de produtos\n", "purchase_device \n", "eReaders 199\n", "Desktop 139\n", "Smart TV 105\n", "Cellphone 6\n", "Tablet 1" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "by_topProducts('purchase_device',450)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "

    A partir dos resultados mostrados nas três tabelas acima é possível concluir que os nichos de negociação, controle de ansiedade, finanças pessoais e habilidades de apresentação foram os que mais ocorrem dentre os 450 produtos mais vendidos. Além disso, pode-se afirmar que os consumidores consumiram mais livros físicos através de eReaders, Desktop e SmartTV. Essas informações podem ser extremamente úteis para as estratégias futuras de marketing da empresa, pois revelam de certa forma as características que mais impactam no sucesso de um produto.

    \n", "\n", "

    Essas conclusões podem não condizer com a realidade das vendas realizadas em 2016 pois tais campos foram codificados pela Hotmart por motivos de confidencialidade.\n", "\t
  • Relevância de alguns rankings de faturamento dos produtos
  • \n", "
    " ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "scrolled": false }, "outputs": [ { "data": { "text/html": [ "
    \n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
    RankingsPercentage Amount (%)Relevance - Sales (%)Relevance - Revenue (%)
    0TOP 1 produtos que mais faturam0.012.051.53
    1TOP 5 produtos que mais faturam0.035.795.85
    2TOP 10 produtos que mais faturam0.068.079.93
    3TOP 20 produtos que mais faturam0.1111.3915.97
    4TOP 60 produtos que mais faturam0.3415.8630.37
    5TOP 120 produtos que mais faturam0.6721.0441.56
    6TOP 240 produtos que mais faturam1.3430.2154.00
    7TOP 450 produtos que mais faturam2.5240.7865.22
    8TOP 800 produtos que mais faturam4.4751.0175.36
    9TOP 1500 produtos que mais faturam8.3965.3985.38
    10TOP 3000 produtos que mais faturam16.7879.6093.73
    11TOP 5000 produtos que mais faturam27.9687.6297.52
    \n", "
    " ], "text/plain": [ " Rankings Percentage Amount (%) \\\n", "0 TOP 1 produtos que mais faturam 0.01 \n", "1 TOP 5 produtos que mais faturam 0.03 \n", "2 TOP 10 produtos que mais faturam 0.06 \n", "3 TOP 20 produtos que mais faturam 0.11 \n", "4 TOP 60 produtos que mais faturam 0.34 \n", "5 TOP 120 produtos que mais faturam 0.67 \n", "6 TOP 240 produtos que mais faturam 1.34 \n", "7 TOP 450 produtos que mais faturam 2.52 \n", "8 TOP 800 produtos que mais faturam 4.47 \n", "9 TOP 1500 produtos que mais faturam 8.39 \n", "10 TOP 3000 produtos que mais faturam 16.78 \n", "11 TOP 5000 produtos que mais faturam 27.96 \n", "\n", " Relevance - Sales (%) Relevance - Revenue (%) \n", "0 2.05 1.53 \n", "1 5.79 5.85 \n", "2 8.07 9.93 \n", "3 11.39 15.97 \n", "4 15.86 30.37 \n", "5 21.04 41.56 \n", "6 30.21 54.00 \n", "7 40.78 65.22 \n", "8 51.01 75.36 \n", "9 65.39 85.38 \n", "10 79.60 93.73 \n", "11 87.62 97.52 " ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Ordenação dos dados por faturamento\n", "by_products = by_products.sort_values(by=['%_revenue'],ascending=False)\n", "rankings = [1,5,10,20,60,120,240,450,800,1500,3000,5000]\n", "text = \"TOP {} produtos que mais faturam\"\n", "# Relevância dos rankings\n", "sales_relevance(by_products,rankings,text)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "

    Os resultados mostrados na tabela acima indicam, dentre outras coisas, que os 60 produtos que mais faturam (cerca de 0,67% dos produtos disponíveis) foram responsáveis por mais de 30% do faturamento total da Hotmart em 2016.

    \n", "

    A imagem a seguir apresenta o faturamento de alguns subconjuntos do ranking de faturamento.

    " ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [], "source": [ "import matplotlib.pyplot as plt # Matlab-style plotting\n", "from matplotlib import pyplot\n", "from matplotlib import colors as mcolors\n", "import numpy as np\n", "\n", "# Define um método scaterr_plot reponsável por gerar um gráfico de pontos identificados por labels\n", "def scaterr_plot(rankings,colors,df,item,title,xlim,ylim):\n", " \n", " labels = []\n", " data = []\n", " i=0\n", " for rank in rankings:\n", " revenue_percentage = round(df.iloc[i:rank,6].sum(),2)\n", " labels.append(\"{}% do faturamento | {} {} | Top {} em receita\".format(str(revenue_percentage),\n", " len(df.iloc[i:rank,6]),\n", " item,rank))\n", " data.append((np.log1p(df.iloc[i:rank,2]),\n", " np.log1p(df.iloc[i:rank,5])))\n", " i=rank\n", "\n", " fig = plt.figure(figsize=(12, 9))\n", " ax = fig.add_subplot(1, 1, 1, facecolor=\"10\")\n", "\n", " for data,color,label in zip(data,colors,labels):\n", " x,y=data\n", " ax.scatter(x,y, alpha=0.8, c=color, edgecolors='none', s=30, label=label)\n", "\n", " plt.title(title, fontsize=16)\n", " plt.xlabel('Log(Qtde de vendas)', fontsize=14)\n", " plt.ylabel('Log(Receita gerada)', fontsize=14) \n", " plt.xlim(xlim)\n", " plt.ylim(ylim)\n", " plt.legend(loc='upper left')\n", " plt.grid(True)\n", " plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
  • Distribuição dos produtos por quantidade de vendas versus faturamento
  • " ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
    " ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Reordenação das colunas\n", "by_products = by_products.sort_values(by=['%_revenue'],ascending=False)\n", "rankings = [5,10,60,240,800,3000,5000,len(by_products)]\n", "colors = ('red','green','brown','blue','black','purple','olive','gold')\n", "item = 'produtos'\n", "title = 'Distribuição dos produtos por quantidade de vendas versus faturamento'\n", "xlim = (0.5,12)\n", "ylim = (0.000001,5)\n", "# Gerea o gráfico\n", "scaterr_plot(rankings,colors,by_products,item,title,xlim,ylim)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "

    O gráfico mostrado acima permite extrair alguns insights interessantes. Eles são:

    \n", "
    \n", "
      \n", "
    1. Como os produtos foram ordenados por faturamento, é possível separar perfeitamente os grupos de produtos por cores e perceber que os grupos intermediários foram os maiores geradores de receita para a empesa. Pois, ao se observar a legenda no canto superior esquerdo do gráfico, constata-se que aproximadamente 84% do faturamento da Hotmart em 2016 foi oriundo dos 2990 produtos colocados entre as posições 11° e 3000° do ranking.
    2. \n", "
    3. A nuvem de pontos apresentada fornece algumas sugestões de estratégias de negócio para empresa. Por exemplo, o quão mais inclinada for a direção de crescimento da nuvem em relação ao eixo x, maior será o faturamento da Hotmart . Uma outra estratégia interessante que resulta no aumento do faturamento é mover a maior quantidade de pontos possíveis para o centro da nevem; tornando-a mais cheia na região que se encontra os pontos em preto e azul.
    4. \n", "
    5. Os dois pontos roxos na parte inferior direita do gráfico indicam que esses produtos, apesar de terem sido campeões de venda, não se encontram nem mesmo dentro do ranking dos 800 maiores geradores de receita.
    6. \n", "
    \n", "
    \n", "\n", "
    É importante ressaltar que o eixo x e y do gráfico estão em escala logarítmica. Essa transformação permite uma melhor visualização dos dados, visto que há uma diferença de magnitude significativa entre os valores. \n", "

    4.2 SEGMENTAÇÃO DAS VENDAS POR PRODUTOR DE CONTEÚDO

    \n", "\n", "

    Nesta seção será realizada uma análise similar à realizada no item 4.1, mas segmentada por produtor de conteúdo.

    \n", "
  • Ranking dos produtores que mais vendem
  • \n", "
    " ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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    671256.010.0160961.00610820.050.4078030.728577
    \n", "
    " ], "text/plain": [ " sales_rank sales_by_producer %_sales revenue_rank \\\n", "producer_id \n", "6697083.0 1.0 41220 2.576527 25.0 \n", "3992235.0 2.0 39331 2.458452 11.0 \n", "464846.0 3.0 35470 2.217113 16.0 \n", "349701.0 4.0 34568 2.160732 2.0 \n", "166090.0 5.0 28895 1.806132 18.0 \n", "442241.0 6.0 27798 1.737562 6.0 \n", "2307584.0 7.0 21720 1.357646 30.0 \n", "3382787.0 8.0 20199 1.262573 116.0 \n", "4580574.0 9.0 16386 1.024235 481.0 \n", "671256.0 10.0 16096 1.006108 20.0 \n", "\n", " revenue_by_producer %_revenue \n", "producer_id \n", "6697083.0 41.994756 0.606977 \n", "3992235.0 61.712906 0.891977 \n", "464846.0 53.970816 0.780075 \n", "349701.0 124.155321 1.794497 \n", "166090.0 50.821226 0.734552 \n", "442241.0 72.493110 1.047790 \n", "2307584.0 36.981807 0.534522 \n", "3382787.0 12.987035 0.187710 \n", "4580574.0 2.591062 0.037450 \n", "671256.0 50.407803 0.728577 " ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "by_producers = sales_by_id(sales,'producer_id','sales_by_producer')\n", "revenue_by_producers = sales[['producer_id','purchase_value_norm']].groupby(['producer_id']).sum().\\\n", " sort_values(by=['purchase_value_norm'],ascending=False)\n", "\n", "revenue_by_producers.columns = ['revenue_by_producer']\n", "revenue_by_producers['revenue_rank'] = revenue_by_producers['revenue_by_producer'].rank(ascending=False)\n", "revenue_by_producers['%_revenue'] = 100*(revenue_by_producers['revenue_by_producer']/ \\\n", " revenue_by_producers['revenue_by_producer'].sum())\n", "\n", "by_producers['producer_id_x'] = by_producers.index\n", "by_producers = pd.merge(by_producers,revenue_by_producers,how='inner',on='producer_id')\n", "by_producers = by_producers[['producer_id_x','sales_rank','sales_by_producer','%_sales',\n", " 'revenue_rank','revenue_by_producer','%_revenue']]\n", "\n", "by_producers[['sales_rank','sales_by_producer','%_sales',\n", " 'revenue_rank','revenue_by_producer','%_revenue']].head(10)" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "8020" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Total de produtores\n", "len(by_producers)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
  • Ranking dos produtores que mais faturam
  • " ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
    \n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
    revenue_rankrevenue_by_producer%_revenuesales_ranksales_by_producer%_sales
    producer_id
    42346.01.0253.1317963.65867813.0132400.827589
    349701.02.0124.1553211.7944974.0345682.160732
    3425706.03.092.8604821.34217377.037670.235463
    1931767.04.088.0816291.27310141.055730.348350
    2546880.05.083.8254781.21158415.0104690.654383
    442241.06.072.4931101.0477906.0277981.737562
    3672.07.067.2317390.97174417.0102570.641131
    1095211.08.065.7299720.95003856.045220.282655
    4462059.09.063.8485560.92284421.088310.551997
    1058799.010.063.8263660.922524122.026360.164768
    \n", "
    " ], "text/plain": [ " revenue_rank revenue_by_producer %_revenue sales_rank \\\n", "producer_id \n", "42346.0 1.0 253.131796 3.658678 13.0 \n", "349701.0 2.0 124.155321 1.794497 4.0 \n", "3425706.0 3.0 92.860482 1.342173 77.0 \n", "1931767.0 4.0 88.081629 1.273101 41.0 \n", "2546880.0 5.0 83.825478 1.211584 15.0 \n", "442241.0 6.0 72.493110 1.047790 6.0 \n", "3672.0 7.0 67.231739 0.971744 17.0 \n", "1095211.0 8.0 65.729972 0.950038 56.0 \n", "4462059.0 9.0 63.848556 0.922844 21.0 \n", "1058799.0 10.0 63.826366 0.922524 122.0 \n", "\n", " sales_by_producer %_sales \n", "producer_id \n", "42346.0 13240 0.827589 \n", "349701.0 34568 2.160732 \n", "3425706.0 3767 0.235463 \n", "1931767.0 5573 0.348350 \n", "2546880.0 10469 0.654383 \n", "442241.0 27798 1.737562 \n", "3672.0 10257 0.641131 \n", "1095211.0 4522 0.282655 \n", "4462059.0 8831 0.551997 \n", "1058799.0 2636 0.164768 " ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "by_producers = by_producers.sort_values(by=['%_revenue'],ascending=False)\n", "by_producers[['revenue_rank','revenue_by_producer','%_revenue',\n", " 'sales_rank','sales_by_producer','%_sales']].head(10)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
  • Relevância de alguns rankings de vendas segmentados por produtores de conteúdo
  • " ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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    RankingsPercentage Amount (%)Relevance - Sales (%)Relevance - Revenue (%)
    0TOP 1 produtores que mais vendem0.012.580.61
    1TOP 5 produtores que mais vendem0.0611.224.81
    2TOP 10 produtores que mais vendem0.1217.617.34
    3TOP 30 produtores que mais vendem0.3729.5917.91
    4TOP 60 produtores que mais vendem0.7539.4625.86
    5TOP 100 produtores que mais vendem1.2548.5536.00
    6TOP 180 produtores que mais vendem2.2460.1852.39
    7TOP 300 produtores que mais vendem3.7470.3865.01
    8TOP 500 produtores que mais vendem6.2379.7975.79
    9TOP 1000 produtores que mais vendem12.4789.9488.84
    10TOP 2000 produtores que mais vendem24.9496.3496.28
    11TOP 5000 produtores que mais vendem62.3499.6499.73
    \n", "
    " ], "text/plain": [ " Rankings Percentage Amount (%) \\\n", "0 TOP 1 produtores que mais vendem 0.01 \n", "1 TOP 5 produtores que mais vendem 0.06 \n", "2 TOP 10 produtores que mais vendem 0.12 \n", "3 TOP 30 produtores que mais vendem 0.37 \n", "4 TOP 60 produtores que mais vendem 0.75 \n", "5 TOP 100 produtores que mais vendem 1.25 \n", "6 TOP 180 produtores que mais vendem 2.24 \n", "7 TOP 300 produtores que mais vendem 3.74 \n", "8 TOP 500 produtores que mais vendem 6.23 \n", "9 TOP 1000 produtores que mais vendem 12.47 \n", "10 TOP 2000 produtores que mais vendem 24.94 \n", "11 TOP 5000 produtores que mais vendem 62.34 \n", "\n", " Relevance - Sales (%) Relevance - Revenue (%) \n", "0 2.58 0.61 \n", "1 11.22 4.81 \n", "2 17.61 7.34 \n", "3 29.59 17.91 \n", "4 39.46 25.86 \n", "5 48.55 36.00 \n", "6 60.18 52.39 \n", "7 70.38 65.01 \n", "8 79.79 75.79 \n", "9 89.94 88.84 \n", "10 96.34 96.28 \n", "11 99.64 99.73 " ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "by_producers = by_producers.sort_values(by=['%_sales'],ascending=False)\n", "rankings = [1,5,10,30,60,100,180,300,500,1000,2000,5000]\n", "text = \"TOP {} produtores que mais vendem\"\n", "sales_relevance(by_producers,rankings,text)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
  • Relevância de alguns rankings de faturamento segmentados por produtores de conteúdo
  • " ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
    \n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
    RankingsPercentage Amount (%)Relevance - Sales (%)Relevance - Revenue (%)
    0TOP 1 produtores que mais faturam0.010.833.66
    1TOP 5 produtores que mais faturam0.064.239.28
    2TOP 10 produtores que mais faturam0.127.6014.09
    3TOP 30 produtores que mais faturam0.3722.0528.03
    4TOP 60 produtores que mais faturam0.7529.6240.92
    5TOP 100 produtores que mais faturam1.2534.6951.15
    6TOP 180 produtores que mais faturam2.2447.4863.91
    7TOP 300 produtores que mais faturam3.7459.5274.52
    8TOP 500 produtores que mais faturam6.2372.1884.11
    9TOP 1000 produtores que mais faturam12.4784.6993.33
    10TOP 2000 produtores que mais faturam24.9494.0698.08
    11TOP 5000 produtores que mais faturam62.3499.3299.92
    \n", "
    " ], "text/plain": [ " Rankings Percentage Amount (%) \\\n", "0 TOP 1 produtores que mais faturam 0.01 \n", "1 TOP 5 produtores que mais faturam 0.06 \n", "2 TOP 10 produtores que mais faturam 0.12 \n", "3 TOP 30 produtores que mais faturam 0.37 \n", "4 TOP 60 produtores que mais faturam 0.75 \n", "5 TOP 100 produtores que mais faturam 1.25 \n", "6 TOP 180 produtores que mais faturam 2.24 \n", "7 TOP 300 produtores que mais faturam 3.74 \n", "8 TOP 500 produtores que mais faturam 6.23 \n", "9 TOP 1000 produtores que mais faturam 12.47 \n", "10 TOP 2000 produtores que mais faturam 24.94 \n", "11 TOP 5000 produtores que mais faturam 62.34 \n", "\n", " Relevance - Sales (%) Relevance - Revenue (%) \n", "0 0.83 3.66 \n", "1 4.23 9.28 \n", "2 7.60 14.09 \n", "3 22.05 28.03 \n", "4 29.62 40.92 \n", "5 34.69 51.15 \n", "6 47.48 63.91 \n", "7 59.52 74.52 \n", "8 72.18 84.11 \n", "9 84.69 93.33 \n", "10 94.06 98.08 \n", "11 99.32 99.92 " ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Ordenação dos dados pelo ranking de faturamento\n", "by_producers = by_producers.sort_values(by=['%_revenue'],ascending=False)\n", "rankings = [1,5,10,30,60,100,180,300,500,1000,2000,5000]\n", "text = \"TOP {} produtores que mais faturam\"\n", "# Relevância dos rankings\n", "sales_relevance(by_producers,rankings,text)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
    Os resultados mostrados nas quatro tabelas anteriores são bastante interessantes e revelam um padrão diferente da análise segmentada por produto. Observa-se, por exemplo, que o produtor campeão de vendas foi apenas o 25° no ranking de faturamento, enquanto o 13° maior vendedor foi o maior produtor de receita para a Hotmart. Uma outra conclusão importante é que apenas dois produtores do top 10 de vendas apareceram no ranking dos 10 maiores geradores de receita. Observa-se também que os 5 produtores que mais venderam (11,2% das vendas totais) geraram juntos 4,81% da receita total da empresa; esse resultado é relativamente equivalente ao faturamento gerado pelo produtor que mais gerou receita, 3,66%.\n", " \n", "Com base nas informações levantadas, os produtores que mais vendem não foram responsáveis pela maior parte do faturamento da Hotmart. \n", "
  • Distribuição dos produtores por quantidade de vendas versus faturamento
  • \n", "
    " ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
    " ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "by_producers = by_producers.sort_values(by=['%_revenue'],ascending=False)\n", "rankings = [5,10,50,100,500,1000,5000,len(by_producers)]\n", "colors = ('red','green','brown','blue','black','purple','olive','gold')\n", "item = 'produtores'\n", "title = 'Distribuição dos produtores por quantidade de vendas versus faturamento'\n", "xlim = (0.5,11)\n", "ylim = (0.00000001,6)\n", "# Gerea o gráfico\n", "scaterr_plot(rankings,colors,by_producers,item,title,xlim,ylim)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "

    O gráfico acima fornece informações similiares àquele apresentado na segmentação por produto. Todavia, convém ressaltar a superioridade do futaramento gerado pelo maior produtor (ponto vermelho na parte mais superior do gráfico) em relação à todos os outros produtores.

    " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "

    5. PREVISÃO DO FATURAMENTO

    \n", "\n", "
    A análise de séries temporais é uma técnica bastante engenhosa que pode ser aplicada em diversos\n", "ramos das ciências econômicas para predição de quantitativos financeiros e identificação de padrões\n", "históricos. Pode-se citar como casos de aplicações dessa técnica a identificação de padrões sazonais nas\n", "vendas de uma loja; a predição do número de clientes esperados em um evento; a estimativa do efeito de\n", "um novo produto nas vendas de uma marca; a detecção de eventos adversos e magnitude dos efeitos dos\n", "mesmos no padrão de consumo de uma população; entre outros. \n", "\n", "Nesta seção, objetiva-se predizer o faturamento trismestral da Hotmart no período posterior ao informado na base de dados em estudo a partir de um modelo auto regressivo integrado de médias móveis (ARIMA, do inglês). Optou-se pela utilização do modelo ARIMA devido à fácil compreensão matemática do modelo.
    \n", "\n", "

    5.1 CONTABILIZAÇÃO DO FATURAMENTO POR DIA

    \n", "
  • Faturamento da Hotmart contablizado por dia entre as datas de 31/12/2015 e 30/06/2016
  • " ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
    \n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
    revenue
    dts
    2015-12-310.407699
    2016-01-0111.826965
    2016-01-0224.353144
    2016-01-0323.225632
    2016-01-0425.074475
    2016-01-0523.013493
    2016-01-0616.885318
    2016-01-0721.994684
    2016-01-0838.277038
    2016-01-0928.506339
    \n", "
    " ], "text/plain": [ " revenue\n", "dts \n", "2015-12-31 0.407699\n", "2016-01-01 11.826965\n", "2016-01-02 24.353144\n", "2016-01-03 23.225632\n", "2016-01-04 25.074475\n", "2016-01-05 23.013493\n", "2016-01-06 16.885318\n", "2016-01-07 21.994684\n", "2016-01-08 38.277038\n", "2016-01-09 28.506339" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sales['dts'] = pd.to_datetime(sales['purchase_date'])\n", "sales_timeSeries = sales[['dts','purchase_value_norm']].set_index('dts').\\\n", "groupby(pd.Grouper(freq='D')).sum().sort_values(by=['dts'],ascending=True)\n", "sales_timeSeries.columns = ['revenue']\n", "sales_timeSeries.head(10)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
  • Série temporal do faturamento da Hotmart no período analisado
  • " ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, 'Faturamento em unidades do produto mais caro')" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
    " ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "import warnings\n", "warnings.filterwarnings('ignore')\n", "\n", "fig = plt.figure(figsize=(12, 9))\n", "ax = fig.add_subplot(1, 1, 1, facecolor=\"10\")\n", "ax.plot(sales_timeSeries)\n", "plt.title('Série temporal do faturamento da Hotmart no período analisado', fontsize=16)\n", "plt.xlabel('Tempo em dias', fontsize=14)\n", "plt.ylabel('Faturamento em unidades do produto mais caro', fontsize=14) " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "

    5.2 MODELAGEM

    \n", "
  • Divisão dos dados em conjuntos de treino e teste
  • " ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "{'Treino': '150 amostras', 'Teste': '33 amostras'}\n" ] } ], "source": [ "tr_start,tr_end = '2015-12-31','2016-05-28'\n", "te_start,te_end = '2016-05-29','2016-06-30'\n", "tra = sales_timeSeries['revenue'][tr_start:tr_end].dropna()\n", "tes = sales_timeSeries['revenue'][te_start:te_end].dropna()\n", "print({'Treino': str(len(tra)) + ' amostras','Teste':str(len(tes)) + ' amostras'})" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
  • Breve explicação sobre o modelo ARIMA
  • \n", "\n", "
    \n", "\n", "

    Referência: Introduction to Forecasting with ARIMA in R by Ruslana Dalinina

    . \n", "\n", "Conforme foi mencionando na seção introdutória, a sigla ARIMA significa no idioma inglês autoregressive integrated moving average ou modelo auto regressivo integrado de médias móveis no português. Modelos ARIMA não sazonais são geralmente especificados pelos três parâmetros (p,d,q).\n", "\n", "O componente auto regressivo (AR(p)) representa o grau que a série temporal Y é regressada em\n", "seus valores anteriores, ou seja, o parâmetro p especifica a quantidade de valores passados usados no\n", "modelo de regressão. Por exemplo, AR(2) ou ARIMA(2,0,0) é escrito como:
    \n", "\n", "$$Y_t = c + \\phi_1y_{t-1} + \\phi_2y_{t-2} + e_t $$\n", "
    \n", "
    Onde φ1 e φ2 representam os coeficientes do modelo regressor.\n", "\n", "O componente integrador (I(d)) representa o grau com que os valores da série serão avaliados pelos os valores passodos. A diferenciação remove as mudanças no nível de uma série temporal, eliminando a tendência e a sazonalidade; consequentemente esse processo estabiliza a média da série temporal. Matematicamente, uma operação de diferenciação de ordem 2 ou ARIMA (0,2,0) numa série Y é escrita da seguinte forma:
    \n", "\n", "\n", "$$ \\nabla Y_{t}^2 = \\nabla Y_{t}^1 - \\nabla Y_{t-1}^1 \\\\\n", "\\nabla Y_{t}^2 =(Y_t - Y_{t-1})-(Y_{t-1} - Y_{t-2}) \\\\\n", "\\nabla Y_{t}^2 = Y_t - 2Y_{t-1} + Y_{t-2} $$\n", "
    \n", "
    Onde ∇Ydt representa a uma diferenciação de grau d a partir do ponto t.\n", "\n", "O componente média móvel (MA(q)) representa o erro de regressão da série como uma\n", "combinação linear dos et termos de erros anteriores. O parâmetro q especifica o número de termos a serem incluídos no modelo. Matematicamente, a média móvel de ordem 2 ou ARIMA(0,0,2) de uma\n", "série Y é escrita da seguinte forma:
    \n", "\n", "$$ Y_t = c + \\theta_i\\mathrm{e}_{t-1} + \\theta_2\\mathrm{e}_{t-2} +\\mathrm{e}_t $$\n", "
    \n", "
    A auto regressão, diferenciação e a média móvel constituem um modelo ARIMA não sazonal que\n", "pode ser escrito como uma equação linear da seguinte forma:
    \n", "\n", "$$ Y_t = c + \\theta_1\\nabla Y_{t-1}^d + \\theta_p\\nabla Y_{t-1}^d + \\cdots + \\theta_1\\mathrm{e}_{t-1} + \\theta_q\\mathrm{e}_{t-q} + \\mathrm{e}_t$$\n", "
    \n", "
    Perceba que o modelo apresentado acima assume que a série temporal é não sazonal, o que exige\n", "a dessazonalização de séries temporais sazonais antes de aplicá-las no modelo. Esse processo será\n", "apresentado a seguir.
    \n", "\n", "
  • Parametrização do modelo ARIMA
  • \n", "\n", "
    Para se obter uma boa perfomance do modelo ARIMA, é imprescindível que a série temporal seja estacionária, ou seja, que a média, a\n", "variância e a auto covariância da série sejam invariantes no tempo. Tal premissa faz sentido ao se verificar que\n", "as equações que regem o modelo ARIMA utilizam valores anteriores da série temporal para modelar seu\n", "comportamento; assim, modelar uma série estável e com propriedades consistentes garante um resultado em menos\n", "incertezas.\n", "\n", "O teste de Dickey-Fuller Aumentado ADF (Augmented Dickey-Fuller) é um teste estatístico que\n", "determina se uma série temporal é estacionária ou não. Formalmente, o ADF testa a hipótese nula H0 de 1 ser a raiz da equação característica do modelo auto regressivo. Se a hipótese não for rejeitada, significa que o modelo auto regressivo possui raiz unitária e tal série é não estacionária. O termo p-value da resposta do teste ADF indica as chances do modelo possuir raiz unitária.
    \n", " \n" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "p-value:0.027783180125267357\n" ] } ], "source": [ "import statsmodels.api as sm\n", "res = sm.tsa.adfuller(sales_timeSeries['revenue'].dropna(),regression='ct')\n", "print('p-value:{}'.format(res[1]))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
    Por exemplo, o resultado anterior retornou p-value = 0.027, isso siginifca que há 2,7% de chances da série possuir uma raiz unitária e não ser estacionária. A priori este resultado é bom, mas pode ser melhorado se for realizada uma\n", "diferenciação de ordem 1 na série original. Conforme foi mencionado anteriormente, a diferenciação\n", "remove as mudanças no nível de uma série temporal, eliminando tendência e sazonalidade e\n", " consequentemente estabilizando a média da mesma. A diferenciação de ordem m de uma série pode ser\n", " facilmente realizada utilizando-se a função diff() da bibloteca pandas.
    " ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "p-value:1.1010436180807786e-12\n" ] } ], "source": [ "#ADF-test(differenced-time-series)\n", "res = sm.tsa.adfuller(sales_timeSeries['revenue'].diff().dropna(),regression='c')\n", "print('p-value:{}'.format(res[1]))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
    Ao realizar novamente o ADF teste para a série diferenciada, obtém-se um excelente valor de p-valeu, o que indica que a série temporal do faturamento diferenciada em primeira ordem é estacionária. Assim, o parâmetro d do modelo ARIMA já está determinado e deve ser igual à 1.\n", "\n", "Após a série temporal ter sido “estacionarizada” por meio da diferenciação, o próximo passo para ajustar o modelo ARIMA é determinar o grau dos termos AR(p) e MA(q) necessários para corrigir as autocorrelações que restaram na série diferenciada. Uma alternativa para a determinação desses termos é tentar algumas combinações aleatórias de e q e verificar qual tem a melhor performance. Entretanto, há uma maneira mais sofisticada de realizar tal tarefa por meio da análise dos gráficos da função de autacorrelação ACF (Autocorrelation function) e função de auto correlação parcial PAFC (Partial Autocorrelation function) da série diferenciada. Os gráficos ACF e PACF são gráficos de barras que representam o grau de associação entre o valor atual da série temporal e seus anteriores. Os gráficos mostram quais são os valores anteriores da série que são úteis para prever valores futuros. Com esse conhecimento, é possível determinar a ordem dos termos p e q do modelo ARIMA. Resumidamente, o\n", "gráfico AFC está relacionado à média móvel (MA(q)) do modelo e indica a correlação entre Yt e Yk, onde o índice k representa o atraso (lag) temporal de Yk em relação à Yt; enquanto o gráfico PAFC está relacionado à parte auto regressiva (AR(p)) do modelo ARIMA e indica a correlação entre Yt e Yk.\n", "\n", "A seguir, exibe-se os gráficos AFC e PAFC da série temporal diferenciada.\n", "
    " ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "image/png": 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    " ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig,ax = plt.subplots(2,1,figsize=(20,10))\n", "fig = sm.graphics.tsa.plot_acf(tra.diff().dropna(), lags=50, ax=ax[0])\n", "fig = sm.graphics.tsa.plot_pacf(tra.diff().dropna(), lags=50, ax=ax[1])\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
    Picos nos gráficos de AFC e PAFC podem ajudar na determinação dos parâmetros (p,q) do modelo ARIMA, conforme discutido anteriormente. O gráfico AFC indica pontos de correlação significativa nos graus 1 e 7. O gráfico PAFC mostra um relevante pico de grau 1. Esses resultados sugerem que 1 ou 7 são bons valores para q e que 1 é possivelmente o melhor valor para p.\n", " \n", "Entretanto, utilizar-se-á o métedo arma_order_select_ic da bibloteca statsmodels.api para buscar os melhores valores de (p,q) dentro do intervalo [1,7] dos números naturais.
    " ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "ARMA(p,q) = (7, 1) is the best.\n" ] } ], "source": [ "import warnings\n", "warnings.filterwarnings('ignore')\n", "resDiff = sm.tsa.arma_order_select_ic(tra, max_ar=7, max_ma=7, ic='aic', trend='c')\n", "print('ARMA(p,q) =',resDiff['aic_min_order'],'is the best.')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
    O resultado anterior indica que 7 e 1 são os melhores valores para p e q respectivamente.
    \n", "\n", "
  • FItting do modelo ARIMA
  • " ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "
    Statespace Model Results
    Dep. Variable: revenue No. Observations: 150
    Model: SARIMAX(7, 1, 1) Log Likelihood -602.933
    Date: Tue, 13 Aug 2019 AIC 1223.865
    Time: 23:32:04 BIC 1250.468
    Sample: 12-31-2015 HQIC 1234.676
    - 05-28-2016
    Covariance Type: opg
    \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "
    coef std err z P>|z| [0.025 0.975]
    ar.L1 -0.0711 0.694 -0.102 0.918 -1.431 1.288
    ar.L2 -0.4009 0.336 -1.194 0.232 -1.059 0.257
    ar.L3 -0.2147 0.512 -0.419 0.675 -1.218 0.789
    ar.L4 -0.2042 0.361 -0.565 0.572 -0.912 0.504
    ar.L5 -0.3155 0.355 -0.888 0.374 -1.012 0.381
    ar.L6 -0.1528 0.445 -0.343 0.731 -1.025 0.719
    ar.L7 0.3206 0.299 1.073 0.283 -0.265 0.906
    ma.L1 -0.3643 0.718 -0.507 0.612 -1.772 1.044
    sigma2 285.1821 16.448 17.339 0.000 252.945 317.419
    \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "
    Ljung-Box (Q): 20.47 Jarque-Bera (JB): 947.18
    Prob(Q): 1.00 Prob(JB): 0.00
    Heteroskedasticity (H): 1.79 Skew: 2.22
    Prob(H) (two-sided): 0.05 Kurtosis: 14.85


    Warnings:
    [1] Covariance matrix calculated using the outer product of gradients (complex-step)." ], "text/plain": [ "\n", "\"\"\"\n", " Statespace Model Results \n", "==============================================================================\n", "Dep. Variable: revenue No. Observations: 150\n", "Model: SARIMAX(7, 1, 1) Log Likelihood -602.933\n", "Date: Tue, 13 Aug 2019 AIC 1223.865\n", "Time: 23:32:04 BIC 1250.468\n", "Sample: 12-31-2015 HQIC 1234.676\n", " - 05-28-2016 \n", "Covariance Type: opg \n", "==============================================================================\n", " coef std err z P>|z| [0.025 0.975]\n", "------------------------------------------------------------------------------\n", "ar.L1 -0.0711 0.694 -0.102 0.918 -1.431 1.288\n", "ar.L2 -0.4009 0.336 -1.194 0.232 -1.059 0.257\n", "ar.L3 -0.2147 0.512 -0.419 0.675 -1.218 0.789\n", "ar.L4 -0.2042 0.361 -0.565 0.572 -0.912 0.504\n", "ar.L5 -0.3155 0.355 -0.888 0.374 -1.012 0.381\n", "ar.L6 -0.1528 0.445 -0.343 0.731 -1.025 0.719\n", "ar.L7 0.3206 0.299 1.073 0.283 -0.265 0.906\n", "ma.L1 -0.3643 0.718 -0.507 0.612 -1.772 1.044\n", "sigma2 285.1821 16.448 17.339 0.000 252.945 317.419\n", "===================================================================================\n", "Ljung-Box (Q): 20.47 Jarque-Bera (JB): 947.18\n", "Prob(Q): 1.00 Prob(JB): 0.00\n", "Heteroskedasticity (H): 1.79 Skew: 2.22\n", "Prob(H) (two-sided): 0.05 Kurtosis: 14.85\n", "===================================================================================\n", "\n", "Warnings:\n", "[1] Covariance matrix calculated using the outer product of gradients (complex-step).\n", "\"\"\"" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "arima = sm.tsa.statespace.SARIMAX(tra,order=(7,1,1),freq='D',seasonal_order=(0,0,0,0),\n", " enforce_stationarity=False, enforce_invertibility=False,).fit()\n", "arima.summary()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
    O resultado a seguir indica que o erro residual do modelo possui baixa correlação. Isso indica um bom ajuste do modelo aos dados.
    " ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
    " ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "res = arima.resid\n", "fig,ax = plt.subplots(2,1,figsize=(15,8))\n", "fig = sm.graphics.tsa.plot_acf(res, lags=50, ax=ax[0])\n", "fig = sm.graphics.tsa.plot_pacf(res, lags=50, ax=ax[1])\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
  • Predição dos dados
  • " ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, 'Faturamento em unidades do produto mais caro')" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
    " ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "pred = arima.predict(tr_start,te_end)[1:]\n", "\n", "fig = plt.figure(figsize=(12, 9))\n", "ax = fig.add_subplot(1, 1, 1, facecolor=\"10\")\n", "plt.plot(tes.index,tes, 'r', label='Série Real')\n", "plt.plot(tes.index,pred[te_start:te_end],'g', label='Série prevista pelo modelo')\n", "plt.legend(loc='upper left')\n", "plt.xlim(te_start,te_end)\n", "plt.title('Série temporal do faturamento da Hotmart no período analisado', fontsize=16)\n", "plt.xlabel('Tempo em dias', fontsize=14)\n", "plt.ylabel('Faturamento em unidades do produto mais caro', fontsize=14)" ] }, { "cell_type": "code", "execution_count": 32, "metadata": { "scrolled": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "ARIMA model MSE:209.95690860991186\n" ] } ], "source": [ "from sklearn.metrics import mean_squared_error\n", "pred = arima.predict(tr_start,te_end)[1:]\n", "real = sales_timeSeries.iloc[1:]\n", "print('ARIMA model MSE:{}'.format(mean_squared_error(tes,pred[te_start:te_end])))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
    A predição do faturamento da Hotmart para os dias do conjunto de teste, vendas realizadas entre 29/05/2016 e 30/06/2016, demonstra que não é possível estimar de maneira assertiva o faturamento que empresa teve nos três\n", " meses seguintes ao último mês mostrado no dataset utilizando a o modelo ARIMA e os dados disponibilizados. Obersave-se que o MSE (Mean squared error), erro médio quadrático está extramente alto, indicando assim uma baixa qualidade da predição. Essa conclusão pode ser feita ao se analisar o gráfico acima. Ressalta-se que modelos de machine learning complexos, como as redes neurais recorrentes, podem obter melhores resultados; entranto, a melhoria da predição da série temporal do faturamento por meio de modelos de ML foge do escopo deste estudo.
    " ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.6.8" } }, "nbformat": 4, "nbformat_minor": 2 }