{ "cells": [ { "cell_type": "markdown", "metadata": { "id": "Xja28y-JFUPG" }, "source": [ "# Förderhinweis" ] }, { "cell_type": "markdown", "metadata": { "id": "HdD6oziQEoeC" }, "source": [ "Dieses Dokument ist Teil des Lehrmaterials für die **Zusatzqualifikation KI und Maschinelles Lernen.** \n", "\n", "Die Entwicklung und Erprobung dieses Bildungsangebotes wurde vom Bundesministerium für Bildung und Forschung im Rahmen des InnoVET-Programms gefördert.\n", "\n", "![InnoVET_Logoleiste_210x49_printRZ.png](data:image/png;base64,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)" ] }, { "cell_type": "markdown", "metadata": { "id": "HBSlYfQjPaTM" }, "source": [ "# Lizenzhinweis\n", "\n", "Dieses Notebook \"Daten als Tabellen darstellen (wenig Text)\" wurde von Antje Schweitzer, KI B3 / Universität Stuttgart, erstellt. \n", "\n", "Das Werk, mit Ausnahme der oben abgebildeten Förderlogos, ist lizenziert unter [CC BY 4.0](https://creativecommons.org/licenses/by/4.0/deed.de) (Namensnennung 4.0 International)" ] }, { "cell_type": "markdown", "metadata": { "id": "w3dnQGFrPLf2" }, "source": [ "# Einführung: Was ist das für ein Dokument?\n" ] }, { "cell_type": "markdown", "metadata": { "id": "-EyO9GMbshqe" }, "source": [ "Bitte klicken Sie als erstes auf den Play-Knopf im folgenden Absatz, um die Youtube-Videos in diesem Dokument ansehen zu können. Der Play-Knopf erscheint zwischen den beiden eckigen Klammern links vom Text, wenn Sie mit der Maus dorthin gehen. \n", "\n", "Anschließend ist das Video dauerhaft eingeblendet. Sie können Videos aber bei Bedarf ausblenden, um das Dokument übersichtlich zu halten: Wenn Sie mit der Maus in die Nähe des \"Ausgabe\"-Symbols links neben dem Video kommen (also in die Nähe des Symbols, das aussieht wie eine Tür), wird aus der Tür ein kleines Kreuz, mit dem Sie die Ausgabe ausblenden können. Dadurch wird das Video ausgeblendet. Wenn Sie es wieder anzeigen wollen, klicken Sie noch einmal auf den Play-Knopf.\n", "\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "from IPython.display import HTML\n", "# Youtube\n", "HTML('')\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Diese Zelle enthält Code\n", "print('Dies ist ein Test.')" ] }, { "cell_type": "markdown", "metadata": { "id": "oeI0s6GJ7Q30" }, "source": [ "---\n", "\n", "**Einrückungen dürfen in Python nur in bestimmten Fällen gemacht werden. In allen anderen Fällen führen sie zu einem Fehler.**\n", "\n", "---" ] }, { "cell_type": "markdown", "metadata": { "id": "xBImBCCPf5hD" }, "source": [ "In diesem Notebook geht es darum, die Eisverkaufsdaten, die Sie aus dem Eiscremespiel kennen, genauer anzuschauen, und zwar mithilfe von Python-Code. Python ist in der Datenanalyse und vor allem beim Maschinellen Lernen die gebräuchlichste Programmiersprache." ] }, { "cell_type": "markdown", "metadata": { "id": "Z3IOqfSfo26O" }, "source": [ "# Eisverkaufsdaten laden\n" ] }, { "cell_type": "markdown", "metadata": { "id": "BiHHYFO0PgHO" }, "source": [ "## Bibliotheken importieren" ] }, { "cell_type": "markdown", "metadata": { "id": "7RPXTrOietAl" }, "source": [ "Klicken Sie auf den Play-Knopf, um das Erklärvideo zu diesem Abschnitt anzuzeigen. " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Youtube \n", "HTML('')\n" ] }, { "cell_type": "markdown", "metadata": { "id": "lDdfgPLuconz" }, "source": [ "\n", "\n", "\n", "---\n", "\n", "**Bibliotheken stellen zusätzliche Funktionen zur Verfügung.**\n", "\n", "\n", "---\n", "\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# zur Darstellung von Tabellen\n", "import pandas\n", "# nach dem import-Befehl stehen zusätzlich zu allen python-Befehlen \n", "# weitere Befehle aus der pandas-Bibliothek zur Verfügung\n", "# diese werden wir weiter unten nutzen" ] }, { "cell_type": "markdown", "metadata": { "id": "zDxUstY5Ys1X" }, "source": [ "\n", "\n", "---\n", "\n", "\n", "**Kommentare sind ein wichtiger Aspekt beim Programmieren. Sie werden in Python durch \\# gekennzeichnet.**\n", "\n", "---\n", "\n" ] }, { "cell_type": "markdown", "metadata": { "id": "u9IHKIS5P2YH" }, "source": [ "## Laden der Daten " ] }, { "cell_type": "markdown", "metadata": { "id": "uEPrOqxne9N7" }, "source": [ "Klicken Sie auf den Play-Knopf, um das Erklärvideo zu diesem Abschnitt anzuzeigen. " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "HTML('')" ] }, { "cell_type": "markdown", "metadata": { "id": "IttDJXJhDoQE" }, "source": [ "Die *pandas*-Bibliothek stellt uns eine Funktion zum Einlesen von Daten im CSV-Format zur Verfügung. \n", "\n", "CSV steht für \"comma-separated values\", d.h. für Werte, die durch Kommas voneinander getrennt sind. \n", "\n", "```\n", "Janina, 23, Joghurt\n", "Max, 17, Pistazie\n", "Özlem, 21, Erdbeer\n", "```\n", "\n", "\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "pandas.read_csv('https://github.com/antje-schweitzer/eisverkauf2018/raw/main/eisverkauf.2018.csv')\n" ] }, { "cell_type": "markdown", "metadata": { "id": "D24BlaxGrDL-" }, "source": [ "\n", "---\n", "\n", "👥👥👥 Diskutieren Sie in der Gruppe: warum ist es sinnvoll, als Kurzfassung \n", "der Daten nicht nur die ersten 5, sondern auch die letzten 5 Zeilen anzuzeigen? Welche Information bekommt man in diesem konkreten Fall dadurch, dass auch die letzten Zeilen gezeigt werden?\n", "\n", "---\n" ] }, { "cell_type": "markdown", "metadata": { "id": "quJ3vBKHsWKV" }, "source": [ "## Daten einer Variable zuweisen" ] }, { "cell_type": "markdown", "metadata": { "id": "LfEXUj_re_Fm" }, "source": [ "Klicken Sie auf den Play-Knopf, um das Erklärvideo zu diesem Abschnitt anzuzeigen. " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "HTML('')" ] }, { "cell_type": "markdown", "metadata": { "id": "A9zCuFkyLl28" }, "source": [ "\n", "---\n", "\n", "**Eine Variablenzuweisung hat die Form var = *Wert* und dient dazu, später wieder auf das entsprechende Objekt zugreifen zu können. Dabei kann der Name der Variable (hier var) beliebig gewählt werden, und bei *Wert* handelt es sich um einen Ausdruck, der ausgewertet werden kann und dabei ein Ergebnis liefert.**\n", "\n", "---\n", "\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "tab = pandas.read_csv('https://github.com/antje-schweitzer/eisverkauf2018/raw/main/eisverkauf.2018.csv')" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "tab" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "print(tab)\n", "print('Hier kommt noch ein weiterer Befehl.')\n" ] }, { "cell_type": "markdown", "metadata": { "id": "tzWG6ByzpSSA" }, "source": [ "# Eisverkaufsdaten analysieren" ] }, { "cell_type": "markdown", "metadata": { "id": "DviUhJtZ3EE3" }, "source": [ "## Data Frames gezielter darstellen\n", "\n" ] }, { "cell_type": "markdown", "metadata": { "id": "sgME5C3ifAxg" }, "source": [ "Klicken Sie auf den Play-Knopf, um das Erklärvideo zu diesem Abschnitt anzuzeigen. " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "HTML('')" ] }, { "cell_type": "markdown", "metadata": { "id": "gmZ9SCIE7SdN" }, "source": [ "### Erste und letzte Zeilen\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# die Methode wird einfach mit einem Punkt hinter das Objekt geschrieben\n", "# tab enthält einen DataFrame\n", "# head() ist eine Methode für DataFrames\n", "# zusammen:\n", "tab.head()\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# vergleiche die Ausgabe von head ohne und mit Argument für Zeilenanzahl\n", "print('Einmal ohne Argument:')\n", "print(tab.head())\n", "print('Und einmal mit 10 als Argument:')\n", "print(tab.head(10))" ] }, { "cell_type": "markdown", "metadata": { "id": "6qQH05XEuYzc" }, "source": [ "Der `tail()`-Befehl funktioniert analog, zeigt aber das Tabellenende. Probieren Sie es aus, indem Sie Code in die folgende Zelle schreiben, der die letzten 3 Zeilen der Tabelle ausgibt. " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# ergänzen Sie hier den Befehl zur Ausgabe der letzten drei Zeilen von tab\n", "\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "HTML('')" ] }, { "cell_type": "markdown", "metadata": { "id": "BDz8i2yxzMkC" }, "source": [ "### Nutzung des Zeilenindex\n", "\n", "\n", "---\n", "\n", "**Nummerierung beginnt in Python immer bei 0.**\n", "\n", "---\n", "\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# gib die Daten der vierten Zeile aus\n", "# entspricht der Zeile mit dem Index 3 \n", "# da der Index ab 0 zählt\n", "tab.loc[3]" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "tab = pandas.read_csv('https://github.com/antje-schweitzer/eisverkauf2018/raw/main/eisverkauf.2018.csv',index_col=0)\n", "print(tab.head())" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "print(tab.loc['2018-01-04'])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "print(tab.loc[['2018-06-01','2018-07-01','2018-08-01']])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "print(tab.loc['2018-06-01':'2018-06-30'])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "print(tab.loc['2018-06-01':'2018-06-08','Portionen'])" ] }, { "cell_type": "markdown", "metadata": { "id": "V6iYZIsH4IJK" }, "source": [ "### Einzelne Spalten extrahieren" ] }, { "cell_type": "markdown", "metadata": { "id": "D1CsBS7VfExR" }, "source": [ "Klicken Sie auf den Play-Knopf, um das Erklärvideo zu diesem Abschnitt anzuzeigen. " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "HTML('')" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "print(tab['Portionen'])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "print(tab['Portionen'].loc['2018-06-01':'2018-06-08'])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "print(tab.loc['2018-06-01':'2018-06-08']['Portionen'])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Zugriff auf mehrere Zellen in einer Spalte \n", "# entweder erst die Spalte extrahieren, dann loc für die Zeilen verwenden\n", "print(tab['Portionen'].loc['2018-06-01':'2018-06-08'])\n", "# oder mit loc direkt Zeilen sowie Spalte spezifizieren\n", "print(tab.loc['2018-06-01':'2018-06-08','Portionen'])\n", "# oder zuerst loc anwenden, und dann erst die Spalte extrahieren\n", "print(tab.loc['2018-06-01':'2018-06-08']['Portionen'])\n" ] }, { "cell_type": "markdown", "metadata": { "id": "EsmwctQZPSxK" }, "source": [ "# Zusammenfassung Programmieren bisher\n", "\n", "Sie haben eben im Vorbeigehen schon einiges übers Programmieren in Python gelernt:\n", "\n", "\n", "* Einrückungen dürfen in Python nur in bestimmten Fällen gemacht werden\n", "* Das Schlüsselwort zum Laden von Bibliotheken ist *import* \n", "* Kommentare können mithilfe von \\# Zeichen direkt im Code eingefügt werden\n", "* Zeichenketten müssen in Anführungszeichen gesetzt werden\n", "* Funktionen bekommen Information als Argumente in Klammern übergeben.\n", "* Eine Variablenzuweisung hat die Form var = *Wert* und dient dazu, später wieder auf das entsprechende Objekt zugreifen zu können. Dabei kann der Name der Variable (hier var) beliebig gewählt werden, und bei *Wert* handelt es sich um einen Ausdruck, der ausgewertet werden kann und dabei ein Ergebnis liefert. \n", "* Indizes zählen in Python immer von 0\n", "\n", "Sie haben außerdem erste Python-Funktionen kennengelernt:\n", "\n", "* pandas.read_csv bezeichnet die read_csv Funktion der *pandas*-Bibliothek\n", "* mit dem Argument index_col kann man bei read_csv spezifizieren, welche Spalte als Index genutzt werden soll\n", "* print ist die Funktion zur Ausgabe von Werten\n", "* head() und tail() sind Methoden für *pandas*-DataFrames, die den Anfang bzw. das Ende einer Tabelle anzeigen\n", "* loc ist eine Eigenschaft von *pandas*-DataFrames, mit der man über einen Index auf die Zeilen zugreifen kann\n" ] }, { "cell_type": "markdown", "metadata": { "id": "5sXc3O2fAgDx" }, "source": [ "# Aufgabe\n", "\n", "\n" ] }, { "cell_type": "markdown", "metadata": { "id": "qDl3Xfrk9RjL" }, "source": [ "## Wetterdaten laden\n", "\n", "Laden Sie mithilfe der read_csv-Funktion aus der pandas-Bibliothek Wetterdaten für eine Stuttgarter Wetterstation von https://github.com/antje-schweitzer/wetterdaten/raw/main/wetterdaten. \n", "\n", "Schreiben Sie den Code in folgende Zelle:" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Code zum Laden der Wetterdaten\n", "import ... # Ersetzen Sie die Punkte durch den Namen der zu ladenden Bibliothek\n", "\n", "# schreiben Sie hier den Aufruf der read_csv-Funktion \n", "\n" ] }, { "cell_type": "markdown", "metadata": { "id": "ynmIf48o-NXT" }, "source": [ "## Zeitraum der Wetterdaten bestimmen\n", "\n", "Lassen Sie die Wetterdaten hier ausgeben und beantworten Sie folgende Fragen:\n", "\n", "* Wie viele Zeilen und Spalten hat die Tabelle? \n", "* Über welchen Zeitraum reichen die Daten? " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Code zum Ausgeben der Tabelle \n", "\n" ] }, { "cell_type": "markdown", "metadata": { "id": "gV-TtYKq-3JM" }, "source": [ "\n", "## Das Wetter an einem bestimmten Tag\n", "\n", "Lesen Sie die Wetterdaten so ein, dass das Datum als Index behandelt wird. \n", "\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Einlesen der Daten mit dem Datum als Index\n", "\n" ] }, { "cell_type": "markdown", "metadata": { "id": "xKN8EInv_I19" }, "source": [ "Geben Sie nun die Wetterdaten für den 27. August 2015 aus. Wie war das Wetter? " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Das Wetter am 27.7.2015\n", "\n", "\n" ] } ], "metadata": { "language_info": { "name": "python" } }, "nbformat": 4, "nbformat_minor": 0 }