{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Metodi per le stringhe" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "I **metodi** sono simili alle funzioni, ma si applicano ad un dato che si specifica prima del nome della funzione, separato da esso da un punto. I dati a cui si applicano i metodi si chiamano **oggetti** e i linguaggi come Python che utilizzano i metodi si chiamano **linguaggi orientati agli oggetti**." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Consideriamo l'espressione\n", "```python\n", "\"Ciao\".upper()\n", "```\n", "Il metodo `upper` prende la stringa a cui è applicato, e restituisce una stringa simile ma tutta in maiuscolo. Se fosse una funzione, e non un metodo, probabilmente la utilizzeremmo scrivvemo `upper(\"Ciao\")`, ma quest'ultima sintassi è sbagliata, non funziona." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'CIAO'" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "\"Ciao\".upper()" ] }, { "attachments": { "image.png": { "image/png": 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" } }, "cell_type": "markdown", "metadata": {}, "source": [ "![image.png](attachment:image.png)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Ovviamente l'oggetto a cui si applica un metodo può essere anche una variabile, o una espressione complicata. Ad esempio:" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'SCRITTA DI ESEMPIO'" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s = \"Scritta di esempio\"\n", "s.upper()" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'SCRITTA DI ESEMPIO COMPLESSA'" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "(s + \" complessa\").upper()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Il metodo `lower()` è simile ma restituisce una stringa tutte in lettere minuscole." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'scritta di esempio'" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.lower()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Ovviamente la stringa a cui si applica un metodo può anche provenire da un input dell'utente." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "abc\n", "ABC\n" ] } ], "source": [ "s1 = input(\"Immetti valore: \")\n", "print(s1)\n", "print(s1.upper())" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "E ovviamente (ma non ci sarebbe bisogno di dirlo) l'uso dei metodi si può combinare con operatori, funzioni e altri metodi in espressioni anche molto complicate, il cui valore può essere assegnato a variabili" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'SCRITTA DI ESEMPIO123'" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s2 = s.upper() + \"123\"\n", "s2" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "I metodi supportati da un oggetto dipendono dal tipo dell'oggetto. Ovviamente non ha molto senso convertire in maiuscolo un numero. Se proviamo a farlo, otteniamo un errore!" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "ename": "AttributeError", "evalue": "'int' object has no attribute 'upper'", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mAttributeError\u001b[0m Traceback (most recent call last)", "\u001b[1;32m/home/amato/Nextcloud/Didattica/programmazione-python/notebooks/lezione-20231005.ipynb Cell 15\u001b[0m line \u001b[0;36m2\n\u001b[1;32m 1\u001b[0m v \u001b[39m=\u001b[39m \u001b[39m2\u001b[39m\n\u001b[0;32m----> 2\u001b[0m v\u001b[39m.\u001b[39;49mupper()\n", "\u001b[0;31mAttributeError\u001b[0m: 'int' object has no attribute 'upper'" ] } ], "source": [ "v = 2\n", "v.upper()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "L'elenco di tutti i metodi supportati dal tipo stringa è molto lungo e si può trovare qui: https://docs.python.org/3/library/stdtypes.html#string-methods" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Noi in questa lezione vedremo soltanto un altro metodo, il metodo `find`. A differenza di `upper`, find accetta un argomento, anchesso di tipo stringa. Quello che fa `s1.find(s2)` è restituire la prima posizione in cui, nella stringa `s1`, inizia una sottostringa uguale ad `s2`." ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Restituisce il numero 2 perché alla posizione 2 di \"Ciao amico\" inizia la stringa \"ao\".\n", "\"Ciao amico\".find(\"ao\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Spesso l'argomento di `find` è un singolo carattere." ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "4" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s = \"Ciao sono una stringa molto lunga\"\n", "s.find(\" \") # restituisce 4, che è la prima posizione in s in cui compare il carattere spazio" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Se si cerca un carattere o una sottostringa che non esiste, restituisce -1." ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "-1" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "\"Ciao\".find(\" \")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "***" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Esercizio**\n", "\n", "Scrivere un programma che prende in input una stringa e stampa la stessa stringa in cui però la prima parola è spostata alla fine. Ad esempio, se l'input è \"Ciao sono Gianluca\" l'output sarà \"sono Gianluca Ciao\".\n", "\n", "**Soluzione**\n", "\n", "Vedi `programma_231005_1_inverti_parole.py` e `programma_231005_2_inverti_parole_bis.py`" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Esercizio P2.22**\n", "\n", "Vedi `programma_231005_3_ellipsis.py`" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "***" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Sequenze di escape" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Dentro le virgolette o gli apici che delimitano una stringa è possibile inserire alcune combinazioni speciali costituite dalla *barra retroverse* `\\` seguite da una lettera o un numero. Questi codici sono rimpiazzati da caratteri speciali. Ad esempio, la sequenza `\\n` è rimpiazzata dal caratter di andata a capo (che in ASCII e Unicode ha codice 10). Queste combinazioni di carattere si chiamano **sequenze di escape**." ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Ciao\n", "sono io\n" ] } ], "source": [ "print(\"Ciao\\nsono io\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Notare che, quando visualizzo il valore di una stringa da dentro un notebook, senza usare la funzione `print`, il carattere di escape `\\n` viene visualizzato come tale, non viene rimpiazzato da una andata a capo." ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'Ciao\\nsono io'" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "\"Ciao\\nsono io\"" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Questo è l'elenco di tutte le sequenze di escape supportate: https://docs.python.org/3/reference/lexical_analysis.html#escape-sequences. Qui voglio segnalare la sequenza `\\\\` che viene rimpiazzata da un `\\` singola e serve per scrivere la barra retroversa senza preoccparsi che essa possa essere fraintesa per usa sequenza di escape." ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Ciao\n", "on sono io\n" ] } ], "source": [ "# Qui vorremmo che la barre retroversa fosse evvettivamente visualizzata, ma siccome è seguita\n", "# da una n, la combinazione \\n viene interpretata come andata a capo.\n", "print(\"Ciao\\non sono io\")" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Ciao\\non sono io\n" ] } ], "source": [ "# Allora posso rimpiazzare la barra con una doppia per non incorrere nell'inconveniente.\n", "print(\"Ciao\\\\non sono io\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Particolare attenzione va messa quando vogliamo inserire virgolette o apici in una stringa. Se la stringa è delimitata da virgolette, non possiamo mettere le virgolette al suo interno, perché si fa confusione." ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "ename": "SyntaxError", "evalue": "invalid syntax (564595490.py, line 3)", "output_type": "error", "traceback": [ "\u001b[0;36m Cell \u001b[0;32mIn[26], line 3\u001b[0;36m\u001b[0m\n\u001b[0;31m \"Pasquale ha detto: \"vado a scuola\"\"\u001b[0m\n\u001b[0m ^\u001b[0m\n\u001b[0;31mSyntaxError\u001b[0m\u001b[0;31m:\u001b[0m invalid syntax\n" ] } ], "source": [ "# Qui vorremmo scrivere la stringa << Pasquale ha detto: \"vado a scuola\" >>, compresa di virgolette\n", "# ma se la scriviamo così tutte queste virgolette fanno confusione e si verifica un errore.\n", "\"Pasquale ha detto: \"vado a scuola\"\"" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "È pero possibile senza problemi inserire le virgolette in stringhe delimitate da apici singoli e viceversa." ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'Pasquale ha detto: \"vado a scuola\"'" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "'Pasquale ha detto: \"vado a scuola\"'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In alternativa, le sequenze di escape `\\'` e `\\\"` si possono usare d'appertutto, ma sono meno leggibili." ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'Pasquale ha detto: \"vado a scuola\"'" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "\"Pasquale ha detto: \\\"vado a scuola\\\"\"" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Conversioni di tipo" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Esistono tre funzioni chiamate `int`, `float` ed `str`. Tutte e tre prendono un argomento, e danno come risultato lo stesso argomento convertito in intero, virgola mobile o stringa, rispettivamente (purché sia possibile)." ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# int applicato ad un float tronca la parte decimale\n", "int(2.9)" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2" ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# int applicato ad una stringa la converte in numero, se il contenuto della stringa è un numero intero\n", "int(\"2\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Se invece l'argomento non è interpretabile come numero intero, genera un errore." ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [ { "ename": "ValueError", "evalue": "invalid literal for int() with base 10: 'ciao'", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mValueError\u001b[0m Traceback (most recent call last)", "\u001b[1;32m/home/amato/Nextcloud/Didattica/programmazione-python/notebooks/lezione-20231005.ipynb Cell 45\u001b[0m line \u001b[0;36m1\n\u001b[0;32m----> 1\u001b[0m \u001b[39mint\u001b[39;49m(\u001b[39m\"\u001b[39;49m\u001b[39mciao\u001b[39;49m\u001b[39m\"\u001b[39;49m)\n", "\u001b[0;31mValueError\u001b[0m: invalid literal for int() with base 10: 'ciao'" ] } ], "source": [ "int(\"ciao\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Altri esempi:" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'245'" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" } ], "source": [ "str(245)" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "245.0" ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" } ], "source": [ "float(245)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# La libreria grafica ezgraphics" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Vogliamo ora provare a realizzare qualche applicazione grafica in Python. La libreria standard i Python mette a disposizione alcuni moduli (`tkinter` e `turtle`) per la grafica, ma noi utilizzeremo invece una libreria esterna, chiamata `ezgraphics` (https://ezgraphics.org), sviluppata da uno degli autori del vostro libro di testo. Il vantaggio di `ezgraphics` è che è particolarmente semplice, e quindi adatta a scopo dipattico. Nel seguito supporremo che abbiate installato la libreria, secondo le istruzioni nella pagine di [Installazione dell'ambiente di sviluppo](https://fad.unich.it/mod/page/view.php?id=24971)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Prima di tutto importiamo la funzione `GraphicsWindow` del modulo `ezgraphics`. In realtà `GraphicsWindow` non è una funzione ma un *tipo definito dall'utente* (chiamato anche *classe*), ma per ora ignoriamo il dettaglio." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "from ezgraphics import GraphicsWindow" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "La funzione `GraphicsWindow` crea un finestra grafica di dimensione 400 * 400 punti (in gergo chiamati *pixel*). Volendo è possibile specificare una dimensione diversa fornendo larghezza e altezza come argomenti facoltativi. Il risultato della funzione `GraphicsWindow` è un oggetto di un tipo speciale, e dobbiamo salvarlo in una variabile perché ci servirà successivamente." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "win = GraphicsWindow()" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Per cursiosità, questo è il contenuto di win (o almeno, quello che ci mostra Python)\n", "win" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Per poter disegnare dentro la finestra appena creata, dobbiamo estrarre quello che si chiama *canvas* (tela). L'oggetto di tipo `GraphicsWindow` mette a disposizione dei metodi, che sono diversi da quelli del tipo stringa, uno dei quali ci consente di ottenere il canvas, che salviamo in un altra variabile." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "canvas = win.canvas()" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "canvas" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "A sua volta, il tipo `GraphicsCanvas` mette a disposizione molti metodi, la maggior parte dei quali serve a disegnare dentro la finestra." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "1" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# traccia un segmento dal punto di coordinate (0,0), ovvero l'angolo in alto a sx, al punto di coordinate (100,100)\n", "canvas.drawLine(0,0,100,100)" ] }, { "attachments": { "image.png": { "image/png": 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" } }, "cell_type": "markdown", "metadata": {}, "source": [ "I numero presenti dentro il metodo `drawLine` sono le coordinate dei pixel estremi del segnmento. Ogni pixel è individuato da due coordinate (una coordinata *x* e una coordinata *y*) in maniera analoga alle coordinate del piano cartesiano in matematica. Il punto in alto a sinistra ha coordinate (0, 0), mentre quello in basso a destra dipende dalle dimensione della finestra (se la finestra ha le dimensioni standard di 400*400 pixel, allora le coordinate sono (399, 399) visto che si parte da 0).\n", "\n", "![image.png](attachment:image.png)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# traccia una linea orizzontale\n", "canvas.drawLine(100,100,200,100)" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "3" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# traccia una linea dall'angolo in alto a sinistra a quello in basso a destra\n", "# ricordiamo che la finestra è fatta di 400 * 400 punti\n", "canvas.drawLine(0,0,399,399)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Il tipo `canvas` ha molti altri metodi a disposizione. Si può consultare a riguardo la [guida utente di ezgraphics](http://www.ezgraphics.org/UserGuide/UserGuide)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Infine, il metodo `close` del tipo `GraphicsWindow` ci consente di chiudere la finestra aperta in precedenza." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "win.close()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "***" ] }, { "attachments": { "image.png": { "image/png": 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" } }, "cell_type": "markdown", "metadata": {}, "source": [ "**Esercizio P2.25**\n", "\n", "Vedi `programma_231005_4_faccina.py`.\n", "\n", "Questo è uno schizzo di quello che vogliamo disegnare.\n", "\n", "![image.png](attachment:image.png)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "***" ] } ], "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": "3.11.5" }, "orig_nbformat": 4 }, "nbformat": 4, "nbformat_minor": 2 }