{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Introduction\n", "In my [previous blog post](https://www.feststelltaste.de/spotting-co-changing-files/), we've seen how we can identify files that change together in one commit.\n", "\n", "In this blog post, we take the analysis to an advanced level:\n", "\n", "* We first refine the definition of \"belongs together\"\n", "* We're using a more fine-grained model for determine the similarity of conjoint changes\n", "* We're creating a visualization that let us determine the underlying architecture of a software system base on the conjoint changes\n", "\n", "We're using Python and pandas as well as some algorithms from scikit-learn for these purposes." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Data\n", "\n", "For this analysis, we use a former project of me and some buddys of mine. It's called \"DropOver\", a web application that can manage events with features like event sites, schedulings, comments, file uploads and so on. Albeit I can't share the repository yet, you have to know that we developed the software almost strictly feature-based by feature teams (ok, one developer was one team). The history of this repository should perfectly fit for validating our use case for grouping co-changing sourcecode because an identified group should represent a feature.\n", "\n", "We use a little helper library for the data import of the project." ] }, { "cell_type": "code", "execution_count": 70, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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18c6869542016-07-22 17:43:38Michaelbackend/pom-2016-07-16_04-40-56-752.xml
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" ], "text/plain": [ " sha timestamp author \\\n", "1 8c686954 2016-07-22 17:43:38 Michael \n", "4 97c6ef96 2016-07-16 09:51:15 Markus \n", "6 3f7cf92c 2016-07-16 09:07:31 Markus \n", "7 3f7cf92c 2016-07-16 09:07:31 Markus \n", "9 ec85fe73 2016-07-16 08:12:29 Chris \n", "\n", " file \n", "1 backend/pom-2016-07-16_04-40-56-752.xml \n", "4 backend/src/test/java/at/dropover/scheduling/i... \n", "6 backend/src/main/webapp/app/widgets/gallery/js... \n", "7 backend/src/main/webapp/app/widgets/gallery/vi... \n", "9 backend/src/main/java/at/dropover/files/intera... " ] }, "execution_count": 70, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from lib.ozapfdis.git_tc import log_numstat\n", "\n", "#Autoren\n", "GIT_REPO_DIR = \"../../dropover_git/\"\n", "# Domänen\n", "#GIT_REPO_DIR = \"../../buschmais-spring-petclinic/\" \n", "#Sprachen\n", "#GIT_REPO_DIR = \"../../fossology_fork/\"\n", "#allgemein\n", "#GIT_REPO_DIR = \"../../synthetic_repo/\"\n", "\n", "git_log = log_numstat(GIT_REPO_DIR)[['sha', 'timestamp', 'author', 'file']]\n", "git_log.head()" ] }, { "cell_type": "code", "execution_count": 71, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " sha timestamp author \\\n", "9 ec85fe73 2016-07-16 08:12:29 Chris \n", "5053 bfea33b8 2016-07-16 02:02:02 Markus \n", "5066 ab9ad48e 2016-07-16 00:50:20 Chris \n", "5070 0732e9cb 2016-07-16 00:27:20 Chris \n", "5071 0732e9cb 2016-07-16 00:27:20 Chris \n", "\n", " file \n", "9 backend/src/main/java/at/dropover/files/intera... \n", "5053 backend/src/main/java/at/dropover/scheduling/i... \n", "5066 backend/src/main/java/at/dropover/scheduling/i... \n", "5070 backend/src/main/java/at/dropover/files/intera... \n", "5071 backend/src/test/java/at/dropover/files/FileTe... " ] }, "execution_count": 71, "metadata": {}, "output_type": "execute_result" } ], "source": [ "git_log = git_log[git_log.file.str.endswith(\".java\")]\n", "git_log = git_log[~git_log.file.str.endswith(\"Test.java\")]\n", "git_log.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Analysis" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Refine conjoint commits\n", "Alright, let's begin with wrangling the data that commits reflect more the commit behaviour in the project at hand. There are many fine-granular commits in the code base" ] }, { "cell_type": "code", "execution_count": 72, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Chris 786\n", "Markus 270\n", "Michael 207\n", "Name: author, dtype: int64" ] }, "execution_count": 72, "metadata": {}, "output_type": "execute_result" } ], "source": [ "git_log.author.value_counts()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "If we look a" ] }, { "cell_type": "code", "execution_count": 73, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "author\n", "Chris 0.171756\n", "Markus 0.170370\n", "Michael 0.231884\n", "dtype: float64" ] }, "execution_count": 73, "metadata": {}, "output_type": "execute_result" } ], "source": [ "commits_per_author = git_log.groupby('author').sha.nunique()\n", "files_changed_per_authors = git_log.groupby('author').file.count()\n", "commits_per_author / files_changed_per_authors" ] }, { "cell_type": "code", "execution_count": 74, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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2013-03-29 22:00:27backend/src/main/java/at/dropover/todo/boundary/AddTodoRequestModel.java21fbc9f1Chris
backend/src/main/java/at/dropover/todo/boundary/ChangeTodoRequestModel.java21fbc9f1Chris
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"backend/src/main/java/at/dropover/comment/bound... 0 \n", "\n", "timestamp 2016-07-16 08:12:29 \n", "file \n", "backend/src/main/java/at/dropover/comment/bound... 0 \n", "backend/src/main/java/at/dropover/comment/bound... 0 \n", "backend/src/main/java/at/dropover/comment/bound... 0 \n", "backend/src/main/java/at/dropover/comment/bound... 0 \n", "backend/src/main/java/at/dropover/comment/bound... 0 \n", "\n", "[5 rows x 223 columns]" ] }, "execution_count": 76, "metadata": {}, "output_type": "execute_result" } ], "source": [ "commit_matrix = commits_per_day.reset_index().pivot_table(\n", " index='file',\n", " columns='timestamp',\n", " values='hit',\n", " fill_value=0)\n", "commit_matrix.head()" ] }, { "cell_type": "code", "execution_count": 77, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([[ 0.00000000e+00, 2.92893219e-01, 5.00000000e-01, ...,\n", " 1.00000000e+00, 1.00000000e+00, 1.00000000e+00],\n", " [ 2.92893219e-01, 0.00000000e+00, 2.92893219e-01, ...,\n", " 1.00000000e+00, 1.00000000e+00, 1.00000000e+00],\n", " [ 5.00000000e-01, 2.92893219e-01, 0.00000000e+00, ...,\n", " 1.00000000e+00, 1.00000000e+00, 1.00000000e+00],\n", " ..., \n", " [ 1.00000000e+00, 1.00000000e+00, 1.00000000e+00, ...,\n", " 0.00000000e+00, 2.92893219e-01, 2.92893219e-01],\n", " [ 1.00000000e+00, 1.00000000e+00, 1.00000000e+00, ...,\n", " 2.92893219e-01, 0.00000000e+00, 2.22044605e-16],\n", " [ 1.00000000e+00, 1.00000000e+00, 1.00000000e+00, ...,\n", " 2.92893219e-01, 2.22044605e-16, 0.00000000e+00]])" ] }, "execution_count": 77, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from sklearn.metrics.pairwise import cosine_distances\n", "\n", "dissimilarity_matrix = cosine_distances(commit_matrix)\n", "dissimilarity_matrix" ] }, { "cell_type": "code", "execution_count": 78, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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filebackend/src/main/java/at/dropover/comment/boundary/AddCommentRequestModel.javabackend/src/main/java/at/dropover/comment/boundary/ChangeCommentRequestModel.javabackend/src/main/java/at/dropover/comment/boundary/CommentData.javabackend/src/main/java/at/dropover/comment/boundary/GetCommentRequestModel.javabackend/src/main/java/at/dropover/comment/boundary/GetCommentResponseModel.javabackend/src/main/java/at/dropover/comment/boundary/GetCommentsRequestModel.javabackend/src/main/java/at/dropover/comment/boundary/GetCommentsResponseModel.javabackend/src/main/java/at/dropover/comment/boundary/GetRangedCommentsRequestModel.javabackend/src/main/java/at/dropover/comment/boundary/TimeDiffRequestModel.javabackend/src/main/java/at/dropover/comment/boundary/TimeDiffResponseModel.java...mediumTests/src/test/java/at/dropover/framework/delivery/rest/config/GuiceGrizzlyWrapper.javamediumTests/src/test/java/at/dropover/framework/delivery/rest/config/GuiceTestConfig.javamediumTests/src/test/java/at/dropover/framework/delivery/rest/config/ServletExecutionEnvironment.javamediumTests/src/test/java/at/dropover/framework/delivery/rest/exampleclasses/SimpleArrayClass.javamediumTests/src/test/java/at/dropover/framework/delivery/rest/exampleclasses/SimpleCompositeClass.javamediumTests/src/test/java/at/dropover/framework/delivery/rest/exampleclasses/SimpleListClass.javamediumTests/src/test/java/at/dropover/framework/delivery/rest/exampleclasses/SimpleNonCompositeClass.javamediumTests/src/test/java/at/dropover/framework/delivery/rest/exampleclasses/SimpleNonConvertableClass.javamediumTests/src/test/java/at/dropover/mail/EmailTestConfiguration.javamediumTests/src/test/java/at/dropover/mail/FakeSmtpExecutionEnvironment.java
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backend/src/main/java/at/dropover/comment/boundary/ChangeCommentRequestModel.java0.2928930.0000000.2928930.1339750.5000002.928932e-010.5000000.0000000.6464472.928932e-01...1.01.01.01.01.01.01.01.01.01.0
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0.292893 \n", "\n", "file backend/src/main/java/at/dropover/comment/boundary/TimeDiffResponseModel.java \\\n", "file \n", "backend/src/main/java/at/dropover/comment/bound... 5.000000e-01 \n", "backend/src/main/java/at/dropover/comment/bound... 2.928932e-01 \n", "backend/src/main/java/at/dropover/comment/bound... 2.220446e-16 \n", "backend/src/main/java/at/dropover/comment/bound... 5.917517e-01 \n", "backend/src/main/java/at/dropover/comment/bound... 2.928932e-01 \n", "\n", "file ... \\\n", "file ... \n", "backend/src/main/java/at/dropover/comment/bound... ... \n", "backend/src/main/java/at/dropover/comment/bound... ... \n", "backend/src/main/java/at/dropover/comment/bound... ... \n", "backend/src/main/java/at/dropover/comment/bound... ... \n", "backend/src/main/java/at/dropover/comment/bound... ... \n", "\n", "file mediumTests/src/test/java/at/dropover/framework/delivery/rest/config/GuiceGrizzlyWrapper.java \\\n", "file \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "\n", "file mediumTests/src/test/java/at/dropover/framework/delivery/rest/config/GuiceTestConfig.java \\\n", "file \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "\n", "file mediumTests/src/test/java/at/dropover/framework/delivery/rest/config/ServletExecutionEnvironment.java \\\n", "file \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "\n", "file mediumTests/src/test/java/at/dropover/framework/delivery/rest/exampleclasses/SimpleArrayClass.java \\\n", "file \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "\n", "file mediumTests/src/test/java/at/dropover/framework/delivery/rest/exampleclasses/SimpleCompositeClass.java \\\n", "file \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "\n", "file mediumTests/src/test/java/at/dropover/framework/delivery/rest/exampleclasses/SimpleListClass.java \\\n", "file \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "\n", "file mediumTests/src/test/java/at/dropover/framework/delivery/rest/exampleclasses/SimpleNonCompositeClass.java \\\n", "file \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "\n", "file mediumTests/src/test/java/at/dropover/framework/delivery/rest/exampleclasses/SimpleNonConvertableClass.java \\\n", "file \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "\n", "file mediumTests/src/test/java/at/dropover/mail/EmailTestConfiguration.java \\\n", "file \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "\n", "file mediumTests/src/test/java/at/dropover/mail/FakeSmtpExecutionEnvironment.java \n", "file \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "backend/src/main/java/at/dropover/comment/bound... 1.0 \n", "\n", "[5 rows x 244 columns]" ] }, "execution_count": 78, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dissimilarity_df = pd.DataFrame(\n", " dissimilarity_matrix,\n", " index=commit_matrix.index,\n", " columns=commit_matrix.index)\n", "# show some interesting parts of results\n", "dissimilarity_df.head()" ] }, { "cell_type": "code", "execution_count": 79, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 79, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%matplotlib inline\n", "import matplotlib.pyplot as plt\n", "import seaborn as sns\n", "\n", "plt.figure(figsize=[4,3.5])\n", "sns.heatmap(\n", " 1-dissimilarity_df\n", ")" ] }, { "cell_type": "code", "execution_count": 80, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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0.776393 1.000000 1.0 1.000000 1.0 1.000000 1.0 \n", "comment 0.552786 1.000000 1.0 0.764298 1.0 0.711325 1.0 \n", "comment 0.683772 1.000000 1.0 0.833333 1.0 0.795876 1.0 \n", "comment 0.683772 1.000000 1.0 1.000000 1.0 1.000000 1.0 \n", "comment 0.841886 0.776393 1.0 0.833333 1.0 1.000000 1.0 \n", "\n", "[5 rows x 244 columns]" ] }, "execution_count": 80, "metadata": {}, "output_type": "execute_result" } ], "source": [ "domain_df = dissimilarity_df.copy()\n", "domain_df.index = domain_df.index.str.split(\"/\").str[6]\n", "domain_df.columns = domain_df.index\n", "domain_df = domain_df.sort_index()\n", "domain_df = domain_df.sort_index(axis=1)\n", "domain_df.head()" ] }, { "cell_type": "code", "execution_count": 81, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 81, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=[5,4])\n", "sns.heatmap(\n", " domain_df,\n", " #xticklabels=False,\n", " #yticklabels=False\n", " cmap=\"YlGnBu\"\n", ")" ] }, { "cell_type": "code", "execution_count": 82, "metadata": {}, "outputs": [], "source": [ "#similarity_2d_df = pd.DataFrame(similarity_2d, index=similarity_df.index)\n", "#\n", "#similarity_2d_df['domain'] = \"Other\"\n", "#\n", "#domains = [\"Owner\", \"Pet\", \"Visit\", \"Vet\", \"Specialty\", \"Clinic\"]\n", "#for domain in domains:\n", "# similarity_2d_df.loc[similarity_2d_df.index.str.contains(domain), 'domain'] = domain\n", "#\n", "#similarity_2d_df.head()" ] }, { "cell_type": "code", "execution_count": 83, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([[ 0.22923508, -0.62731066],\n", " [ 0.31324523, -0.4812986 ],\n", " [ 0.34524429, -0.43924546],\n", " [ 0.09319402, -0.62251441],\n", " [ 0.17714024, -0.56055599]])" ] }, "execution_count": 83, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from sklearn.manifold import MDS\n", "\n", "# uses a fixed seed for random_state for reproducibility\n", "model = MDS(dissimilarity='precomputed', random_state=0)\n", "# this could take some seconds\n", "dissimilarity_2d = model.fit_transform(dissimilarity_df)\n", "dissimilarity_2d[:5]" ] }, { "cell_type": "code", "execution_count": 84, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 84, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%matplotlib inline\n", "from matplotlib import cm\n", "import matplotlib.pyplot as plt\n", "\n", "# brew some colors\n", "#relative_index = distance_df.index.labels[0].values() / distance_df.index.labels[0].max()\n", "#colors = [x for x in cm.hsv(relative_index)]\n", "\n", "# plot the 2D matrix with colors\n", "plt.figure(figsize=(8,8))\n", "x = dissimilarity_2d[:,0]\n", "y = dissimilarity_2d[:,1]\n", "#plt.scatter(x, y, c=colors)\n", "plt.scatter(x, y)" ] }, { "cell_type": "code", "execution_count": 85, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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01
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backend/src/main/java/at/dropover/comment/boundary/AddCommentRequestModel.java0.229235-0.627311
backend/src/main/java/at/dropover/comment/boundary/ChangeCommentRequestModel.java0.313245-0.481299
backend/src/main/java/at/dropover/comment/boundary/CommentData.java0.345244-0.439245
backend/src/main/java/at/dropover/comment/boundary/GetCommentRequestModel.java0.093194-0.622514
backend/src/main/java/at/dropover/comment/boundary/GetCommentResponseModel.java0.177140-0.560556
\n", "
" ], "text/plain": [ " 0 1\n", "file \n", "backend/src/main/java/at/dropover/comment/bound... 0.229235 -0.627311\n", "backend/src/main/java/at/dropover/comment/bound... 0.313245 -0.481299\n", "backend/src/main/java/at/dropover/comment/bound... 0.345244 -0.439245\n", "backend/src/main/java/at/dropover/comment/bound... 0.093194 -0.622514\n", "backend/src/main/java/at/dropover/comment/bound... 0.177140 -0.560556" ] }, "execution_count": 85, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dissimilarity_2d_df = pd.DataFrame(dissimilarity_2d, index=commit_matrix.index)\n", "dissimilarity_2d_df.head()" ] }, { "cell_type": "code", "execution_count": 86, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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01grouping
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backend/src/main/java/at/dropover/comment/boundary/AddCommentRequestModel.java0.229235-0.627311comment
backend/src/main/java/at/dropover/comment/boundary/ChangeCommentRequestModel.java0.313245-0.481299comment
backend/src/main/java/at/dropover/comment/boundary/CommentData.java0.345244-0.439245comment
backend/src/main/java/at/dropover/comment/boundary/GetCommentRequestModel.java0.093194-0.622514comment
backend/src/main/java/at/dropover/comment/boundary/GetCommentResponseModel.java0.177140-0.560556comment
\n", "
" ], "text/plain": [ " 0 1 \\\n", "file \n", "backend/src/main/java/at/dropover/comment/bound... 0.229235 -0.627311 \n", "backend/src/main/java/at/dropover/comment/bound... 0.313245 -0.481299 \n", "backend/src/main/java/at/dropover/comment/bound... 0.345244 -0.439245 \n", "backend/src/main/java/at/dropover/comment/bound... 0.093194 -0.622514 \n", "backend/src/main/java/at/dropover/comment/bound... 0.177140 -0.560556 \n", "\n", " grouping \n", "file \n", "backend/src/main/java/at/dropover/comment/bound... comment \n", "backend/src/main/java/at/dropover/comment/bound... comment \n", "backend/src/main/java/at/dropover/comment/bound... comment \n", "backend/src/main/java/at/dropover/comment/bound... comment \n", "backend/src/main/java/at/dropover/comment/bound... comment " ] }, "execution_count": 86, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#dissimilarity_2d_df['grouping'] = dissimilarity_2d_df.index.str.rsplit(\".\").str[-1]\n", "dissimilarity_2d_df['grouping'] = dissimilarity_2d_df.index.str.split(\"/\").str[6]\n", "#dissimilarity_2d_df.loc[dissimilarity_2d_df['language'].str.strip().str.len() == 0, \"language\"] = \"n/a\"\n", "dissimilarity_2d_df.head()" ] }, { "cell_type": "code", "execution_count": 87, "metadata": {}, "outputs": [ { "ename": "AttributeError", "evalue": "'DataFrame' object has no attribute 'language'", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mAttributeError\u001b[0m Traceback (most recent call last)", "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0mcounts\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mdissimilarity_2d_df\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mlanguage\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mvalue_counts\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 2\u001b[0m \u001b[0mcounts\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mcounts\u001b[0m\u001b[1;33m[\u001b[0m\u001b[0mcounts\u001b[0m \u001b[1;33m>\u001b[0m \u001b[1;36m10\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3\u001b[0m \u001b[0mcounts\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mhead\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;32mC:\\dev\\apps\\Anaconda3\\lib\\site-packages\\pandas\\core\\generic.py\u001b[0m in \u001b[0;36m__getattr__\u001b[1;34m(self, name)\u001b[0m\n\u001b[0;32m 3612\u001b[0m \u001b[1;32mif\u001b[0m \u001b[0mname\u001b[0m \u001b[1;32min\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m_info_axis\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3613\u001b[0m \u001b[1;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m[\u001b[0m\u001b[0mname\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m-> 3614\u001b[1;33m \u001b[1;32mreturn\u001b[0m \u001b[0mobject\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m__getattribute__\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mself\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mname\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 3615\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3616\u001b[0m \u001b[1;32mdef\u001b[0m \u001b[0m__setattr__\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mself\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mname\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mvalue\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;31mAttributeError\u001b[0m: 'DataFrame' object has no attribute 'language'" ] } ], "source": [ "counts = dissimilarity_2d_df.language.value_counts() \n", "counts = counts[counts > 10]\n", "counts.head()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "dissimilarity_2d_df.loc[\n", " ~dissimilarity_2d_df.language.isin(counts.index), 'language'] = \"Other\"\n", "dissimilarity_2d_df['language'].value_counts()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "plot_data = pd.DataFrame(index=dissimilarity_2d_df['language'])\n", "plot_data['value'] = tuple(zip(dissimilarity_2d_df[0], dissimilarity_2d_df[1]))\n", "plot_data['label'] = dissimilarity_2d_df.index\n", "plot_data['data'] = plot_data[['label', 'value']].to_dict('records')\n", "plot_dict = plot_data.groupby(plot_data.index).data.apply(list)\n", "plot_dict" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "import pygal\n", "xy_chart = pygal.XY(stroke=False)\n", "\n", "for entry in plot_dict.iteritems():\n", " xy_chart.add(entry[0], entry[1])\n", "xy_chart.render_in_browser()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "from sklearn.manifold import TSNE\n", "\n", "# hier auf 5 lassen\n", "model = TSNE()\n", "# this could take some seconds\n", "dissimilarity_2d = model.fit_transform(dissimilarity_df)\n", "dissimilarity_2d[:5]\n", "\n", "%matplotlib inline\n", "from matplotlib import cm\n", "import matplotlib.pyplot as plt\n", "\n", "# brew some colors\n", "#relative_index = distance_df.index.labels[0].values() / distance_df.index.labels[0].max()\n", "#colors = [x for x in cm.hsv(relative_index)]\n", "\n", "# plot the 2D matrix with colors\n", "plt.figure(figsize=(8,8))\n", "x = dissimilarity_2d[:,0]\n", "y = dissimilarity_2d[:,1]\n", "#plt.scatter(x, y, c=colors)\n", "plt.scatter(x, y)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "dissimilarity_2d_df = pd.DataFrame(dissimilarity_2d, index=commit_matrix.index)\n", "dissimilarity_2d_df['language'] = dissimilarity_2d_df.index.str.rsplit(\".\").str[-1]\n", "counts = dissimilarity_2d_df.language.value_counts() \n", "counts = counts[counts > 10]\n", "dissimilarity_2d_df.loc[~dissimilarity_2d_df.language.isin(counts.index), 'language'] = \"Other\"\n", "plot_data = pd.DataFrame(index=dissimilarity_2d_df['language'])\n", "plot_data['value'] = tuple(zip(dissimilarity_2d_df[0], dissimilarity_2d_df[1]))\n", "plot_data['label'] = dissimilarity_2d_df.index\n", "plot_data['data'] = plot_data[['label', 'value']].to_dict('records')\n", "plot_dict = plot_data.groupby(plot_data.index).data.apply(list)\n", "xy_chart = pygal.XY(stroke=False)\n", "\n", "for entry in plot_dict.iteritems():\n", " xy_chart.add(entry[0], entry[1])\n", "xy_chart.render_in_browser()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "domains_encoded = pd.factorize(domain_df.index)[0]\n", "domains_encoded[:10]" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "relative_index = domains_encoded / domains_encoded.max()\n", "colors = [x for x in cm.hsv(relative_index)]\n", "colors[:3]" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "plt.figure(figsize=(8,8))\n", "x = dissimilarity_2d[:,0]\n", "y = dissimilarity_2d[:,1]\n", "plt.scatter(x, y, c=colors)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "dissimilarity_2d_df['domain'] = \"other\"\n", "#dissimilarity_2d_df['domain'] = dissimilarity_2d_df.index.str.split(\"/\").str[6]\n", "dissimilarity_2d_df.head()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "dissimilarity_2d_df = pd.DataFrame(dissimilarity_2d, index=commit_matrix.index)\n", "plot_data = pd.DataFrame(index=dissimilarity_2d_df['domain'])\n", "plot_data['value'] = tuple(zip(dissimilarity_2d_df[0], dissimilarity_2d_df[1]))\n", "plot_data['label'] = dissimilarity_2d_df.index\n", "plot_data['data'] = plot_data[['label', 'value']].to_dict('records')\n", "plot_dict = plot_data.groupby(plot_data.index).data.apply(list)\n", "plot_dict\n", "\n", "import pygal\n", "xy_chart = pygal.XY(stroke=False)\n", "\n", "\n", "for entry in plot_dict.iteritems():\n", " xy_chart.add(entry[0], entry[1])\n", "xy_chart.render_in_browser()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "import pygal\n", "xy_chart = pygal.XY(stroke=False)\n", "\n", "\n", "for entry in plot_dict.iteritems():\n", " xy_chart.add(entry[0], entry[1])\n", "xy_chart.render_in_browser()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "import pygal\n", "xy_chart = pygal.XY(stroke=False)\n", "xy_chart.add()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "import pygal\n", "xy_chart = pygal.XY(stroke=False)\n", "xy_chart.title = 'Grouped co-changing code'\n", "xy_chart.add('A', [{'value': (2,2), 'label': 'two'}, (4,3)])\n", "xy_chart.render_in_browser()" ] } ], "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": "3.6.4" }, "varInspector": { "cols": { "lenName": 16, "lenType": 16, "lenVar": 40 }, "kernels_config": { "python": { "delete_cmd_postfix": "", "delete_cmd_prefix": "del ", "library": "var_list.py", "varRefreshCmd": "print(var_dic_list())" }, "r": { "delete_cmd_postfix": ") ", "delete_cmd_prefix": "rm(", "library": "var_list.r", "varRefreshCmd": "cat(var_dic_list()) " } }, "types_to_exclude": [ "module", "function", "builtin_function_or_method", "instance", "_Feature" ], "window_display": false } }, "nbformat": 4, "nbformat_minor": 2 }