{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "── \u001b[1mAttaching packages\u001b[22m ─────────────────────────────────────── tidyverse 1.2.1 ──\n", "\u001b[32m✔\u001b[39m \u001b[34mggplot2\u001b[39m 3.2.0 \u001b[32m✔\u001b[39m \u001b[34mpurrr \u001b[39m 0.3.2\n", "\u001b[32m✔\u001b[39m \u001b[34mtibble \u001b[39m 2.1.3 \u001b[32m✔\u001b[39m \u001b[34mdplyr \u001b[39m 0.8.3\n", "\u001b[32m✔\u001b[39m \u001b[34mtidyr \u001b[39m 0.8.3 \u001b[32m✔\u001b[39m \u001b[34mstringr\u001b[39m 1.4.0\n", "\u001b[32m✔\u001b[39m \u001b[34mreadr \u001b[39m 1.3.1 \u001b[32m✔\u001b[39m \u001b[34mforcats\u001b[39m 0.4.0\n", "── \u001b[1mConflicts\u001b[22m ────────────────────────────────────────── tidyverse_conflicts() ──\n", "\u001b[31m✖\u001b[39m \u001b[34mdplyr\u001b[39m::\u001b[32mfilter()\u001b[39m masks \u001b[34mstats\u001b[39m::filter()\n", "\u001b[31m✖\u001b[39m \u001b[34mdplyr\u001b[39m::\u001b[32mlag()\u001b[39m masks \u001b[34mstats\u001b[39m::lag()\n" ] } ], "source": [ "library('tidyverse')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "ggplot2 generates **static** charts." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "image/png": 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13gY9Uj7fpuFisxoVylflJZ20x6rmGVxvN4/vmGVRqpVZCYKiHh1tPR8qSZFFWJ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", "text/plain": [ "plot without title" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "options(repr.plot.width = 4, repr.plot.height = 3)\n", "p = ggplot(mpg, aes(x = displ, y = cty))\n", "\n", "p = p + geom_point()\n", "\n", "p" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can interrogate other _observation_ properties with mappings." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "image/png": 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vHjx/38/HQ6nSAI9l/aiooKb29ve/0h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"text/plain": [ "plot without title" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "options(repr.plot.width = 5, repr.plot.height = 3)\n", "\n", "p = ggplot(mpg, aes(x = displ, y = cty, color = class))\n", "\n", "p = p + geom_point()\n", "\n", "p" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "But, we have lots of properties." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\u001b[38;5;246m# A tibble: 234 x 11\u001b[39m\n", " manufacturer model displ year cyl trans drv cty hwy fl class\n", " \u001b[3m\u001b[38;5;246m\u001b[39m\u001b[23m \u001b[3m\u001b[38;5;246m\u001b[39m\u001b[23m \u001b[3m\u001b[38;5;246m\u001b[39m\u001b[23m \u001b[3m\u001b[38;5;246m\u001b[39m\u001b[23m \u001b[3m\u001b[38;5;246m\u001b[39m\u001b[23m \u001b[3m\u001b[38;5;246m\u001b[39m\u001b[23m \u001b[3m\u001b[38;5;246m\u001b[39m\u001b[23m \u001b[3m\u001b[38;5;246m\u001b[39m\u001b[23m \u001b[3m\u001b[38;5;246m\u001b[39m\u001b[23m \u001b[3m\u001b[38;5;246m\u001b[39m\u001b[23m \u001b[3m\u001b[38;5;246m\u001b[39m\u001b[23m\n", "\u001b[38;5;250m 1\u001b[39m audi a4 1.8 \u001b[4m1\u001b[24m999 4 auto(l… f 18 29 p comp…\n", "\u001b[38;5;250m 2\u001b[39m audi a4 1.8 \u001b[4m1\u001b[24m999 4 manual… f 21 29 p comp…\n", "\u001b[38;5;250m 3\u001b[39m audi a4 2 \u001b[4m2\u001b[24m008 4 manual… f 20 31 p comp…\n", "\u001b[38;5;250m 4\u001b[39m audi a4 2 \u001b[4m2\u001b[24m008 4 auto(a… f 21 30 p comp…\n", "\u001b[38;5;250m 5\u001b[39m audi a4 2.8 \u001b[4m1\u001b[24m999 6 auto(l… f 16 26 p comp…\n", "\u001b[38;5;250m 6\u001b[39m audi a4 2.8 \u001b[4m1\u001b[24m999 6 manual… f 18 26 p comp…\n", "\u001b[38;5;250m 7\u001b[39m audi a4 3.1 \u001b[4m2\u001b[24m008 6 auto(a… f 18 27 p comp…\n", "\u001b[38;5;250m 8\u001b[39m audi a4 quat… 1.8 \u001b[4m1\u001b[24m999 4 manual… 4 18 26 p comp…\n", "\u001b[38;5;250m 9\u001b[39m audi a4 quat… 1.8 \u001b[4m1\u001b[24m999 4 auto(l… 4 16 25 p comp…\n", "\u001b[38;5;250m10\u001b[39m audi a4 quat… 2 \u001b[4m2\u001b[24m008 4 manual… 4 20 28 p comp…\n", "\u001b[38;5;246m# … with 224 more rows\u001b[39m\n" ] } ], "source": [ "print(mpg)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Interactive elements can enable further exploration, give your charts more depth. 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\n", "\n", "\t\n", "\n" ], "text/plain": [ "HTML widgets cannot be represented in plain text (need html)" ] }, "metadata": { "text/html": { "isolated": true } }, "output_type": "display_data" } ], "source": [ "# also from https://plot.ly/ggplot2/animations/\n", "\n", "p = ggplot(gapminder, aes(x = gdpPercap, y = lifeExp, color = continent)) \n", "\n", "p = p + geom_point(aes(size = pop, frame = year, ids = country)) \n", "\n", "p = p + scale_x_log10()\n", "\n", "pp = ggplotly(p, height = 500) %>% as_widget()\n", "\n", "pp" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Cons\n", "\n", "- can be distracting\n", "- not as simple to distribute" ] } ], "metadata": { "kernelspec": { "display_name": "R", "language": "R", "name": "ir" }, "language_info": { "codemirror_mode": "r", "file_extension": ".r", "mimetype": "text/x-r-source", "name": "R", "pygments_lexer": "r", "version": "3.6.1" } }, "nbformat": 4, "nbformat_minor": 2 }