Introduzione:<\/p>\n\n\n\n
Autore: Liu Yingzhao<\/p>\n\n\n\n
Sono passati pi\u00f9 di vent'anni da quando sono arrivato negli Stati Uniti. Quando ci si trova in mezzo al mare dell'arte contemporanea, per quanto si abbia un'ardente preferenza per l'arte tradizionale, non si potr\u00e0 mai rimanere indifferenti all'arte contemporanea, soprattutto per un cuore d'artista sempre inquieto e desideroso di rinnovamento. Con oltre vent'anni di esperienza di insegnamento in scuole superiori e college in Cina e negli Stati Uniti, \u00e8 diventato per me quasi un istinto professionale incorporato trasmettere agli altri le conoscenze acquisite.<\/p>\n\n\n\n
Dal 2015 preparo sistematicamente dei piani di lezione per l'insegnamento dell'arte astratta geometrica contemporanea. Prima di fare qualsiasi cosa, fare riferimento all'esperienza di altri \u00e8 di solito un punto di partenza razionale ed efficiente. Nell'era dell'esplosione di informazioni, \u201carte astratta geometrica contemporanea\u201d, \u201cmateriali didattici\u201d, \u201cpiani di lezione\u201d, \u201cmanuali\u201d, \u201cstrumenti\u201d e cos\u00ec via. \u201cmanuali\u201d, \"strumenti\" e cos\u00ec via, dovrebbe essere molto facile cercare risultati comprovati. Tuttavia, quando ho digitato queste parole in un motore di ricerca, sono rimasto molto frustrato dai risultati ottenuti: non sono riuscito a trovare un solo libro o testo per l'insegnamento dell'arte astratta geometrica che fosse veramente pratico, referenziato e attuabile su scala globale. Anche oggi, quando ricerco con l'aiuto di una piattaforma di intelligenza artificiale all'avanguardia, i risultati rimangono gli stessi. \u00c8 proprio questo il primo motivo per cui ho deciso di pubblicare A Practical Handbook for Creating Contemporary Geometric Abstract Art.<\/p>\n\n\n\nDopo aver preparato il materiale didattico pertinente per pi\u00f9 di due anni, nel 2017 ho aperto ufficialmente un corso sull'arte astratta geometrica contemporanea. I partecipanti provenivano da tutta la Cina, compresi molti insegnanti e professori che insegnavano nelle universit\u00e0 cinesi. Sono rimasto scioccato nell'apprendere che la stragrande maggioranza di loro aveva una conoscenza minima o nulla dell'arte astratta geometrica contemporanea, per non parlare del fatto che si tratta di una delle discipline pi\u00f9 importanti dell'arte contemporanea, e alcuni di loro non avevano nemmeno mai sentito parlare del concetto di \u201carte astratta geometrica\u201d. Questo costituisce la seconda ragione per la pubblicazione di questo libro.<\/p>\n\n\n\n
Dal punto di vista della storia dell'arte, il cubismo di Picasso \u00e8 apparso intorno al 1907, prefigurando l'inevitabilit\u00e0 storica dell'emergere dell'arte astratta geometrica. Successivamente, le opere del Futurismo e delle avanguardie russe hanno mostrato un'evidente tendenza geometrica e, negli anni Dieci del Novecento, l'artista olandese Pierre Mondrian ha segnato la comparsa formale dell'arte astratta geometrica sul palcoscenico della storia con il suo linguaggio geometrico piatto e segmentato. Ad oggi, questa forma d'arte ha avuto una storia di sviluppo di oltre cento anni. Dopo l'ingresso nell'era digitale, con l'emergere della tecnologia di generazione digitale, del design parametrico e dell'intelligenza artificiale, l'arte astratta geometrica sta subendo profondi cambiamenti e accelerer\u00e0 per inaugurare un rivoluzionario rimodellamento strutturale.<\/p>\n\n\n\n
Tuttavia, l'arte contemporanea \u00e8 stata introdotta in Cina negli anni Ottanta, dopo la riforma e l'apertura, e forme come l'astrazione lirica, l'espressionismo astratto e il pop politico hanno perso da tempo la loro stranezza iniziale e il loro impatto sugli artisti cinesi di oggi. Al contrario, l'arte astratta geometrica, come una delle categorie importanti dell'arte contemporanea, non \u00e8 ancora entrata nel mainstream dell'educazione e della creazione artistica cinese in modo sistematico e su larga scala. Questa assenza storica costituisce la terza ragione della pubblicazione del mio libro.<\/p>\n\n\n\nTra il 2026 e il 2030, l'intelligenza artificiale rimodeller\u00e0 profondamente il modo in cui lavoriamo, il percorso di apprendimento e la logica della nostra creativit\u00e0, e l'arte \u00e8 al punto di partenza per essere continuamente sovvertita e riconfigurata. L'arte astratta geometrica del futuro non sar\u00e0 pi\u00f9 confinata a tele statiche e a composizioni singole, ma si sposter\u00e0 verso forme dinamiche che possono essere generate, evolute e reagite in tempo reale. La geometria non sar\u00e0 pi\u00f9 il risultato di proporzioni fisse e regole compositive, ma diventer\u00e0 un sistema di relazioni descrivibili tramite codice, che si dispiegher\u00e0 nella dimensione temporale attraverso algoritmi, parametri e meccanismi iterativi. Anche il ruolo dell'artista cambier\u00e0, passando da \u201cmodellatore diretto di forme\u201d a \u201cprogettista di regole e sistemi\u201d, stabilendo le condizioni iniziali, i vincoli di confine e la logica evolutiva, e permettendo all'opera di crescere, deformarsi e differenziarsi da sola nel corso del suo funzionamento. Questo cambiamento non solo modifica la presentazione delle opere, ma anche la struttura ontologica della creazione stessa, facendo balzare l'astrazione geometrica da un'immagine statica a un meccanismo linguistico continuamente generato.<\/p>\n\n\n\n
Il mondo di oggi non ha quasi pi\u00f9 barriere reali all'informazione e la potente intelligenza artificiale ha reso l'accesso alla conoscenza pi\u00f9 veloce e pi\u00f9 equo che mai. Le persone possono accedere a quasi tutto ci\u00f2 che vogliono sapere in un istante. Ma \u00e8 proprio in quest'epoca di \u201csovraccarico di informazioni\u201d che la vera scarsit\u00e0 non \u00e8 pi\u00f9 nel materiale in s\u00e9, ma nella conoscenza strutturata, sistematicamente organizzata, direttamente applicabile e trasformabile in competenze pratiche. \u00c8 in questo contesto che credo sia nato il Manuale pratico di arte astratta geometrica contemporanea. Non si tratta solo di un manuale pratico d'arte, ma anche della prima guida pratica all'arte astratta geometrica creata in modo sistematico e collaborativo con l'aiuto dell'intelligenza artificiale.<\/p>\n\n\n\nSpero che porti gli artisti cinesi a comprendere nuovamente il significato di \u201ccreazione\u201d nel contesto dell'intelligenza artificiale - non per essere sostituiti dalla tecnologia, ma per imparare a lavorare con i sistemi intelligenti, e per stimolare un desiderio proattivo per un futuro modo di creare. Allo stesso tempo, spero anche che mobiliti la pratica dei creatori di astrazione geometrica in tutto il mondo e che artisti di culture diverse possano entrare in un contesto creativo dialogico e scalabile attraverso la stessa metodologia. Questo Manuale di Creazione di Arte Astratta Geometrica AI non esiste come manifesto concettuale, ma come insieme di linee guida operative e percorsi tecnici che possono essere avviati direttamente, fornendo passaggi chiari ed eseguibili dall'impostazione dei parametri, alla costruzione delle regole, alla logica generativa e al controllo estetico. Spero che possa fornire agli artisti contemporanei di tutto il mondo risorse creative veramente convenienti, pratiche, utili e accessibili, e che possa aiutare un maggior numero di creatori a varcare le soglie tecniche e cognitive di un sistema di produzione artistica orientato al futuro, che abbia come fulcro il sistema generativo.<\/p>\n\n\n\n<\/p>\n\n\n
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\r\n Introduzione: cliccare qui per ascoltare la lettura.<\/summary>\r\n \r\n
Sono passati pi\u00f9 di vent'anni da quando sono arrivato negli Stati Uniti. Quando ci si trova in mezzo al mare dell'arte contemporanea, per quanto si abbia un'ardente preferenza per l'arte tradizionale, non si potr\u00e0 mai rimanere indifferenti all'arte contemporanea, soprattutto per un cuore d'artista sempre inquieto e desideroso di rinnovamento. Con oltre vent'anni di esperienza di insegnamento in scuole superiori e universit\u00e0 in Cina e negli Stati Uniti, \u00e8 diventato per me quasi un istinto professionale intrinseco trasmettere agli altri le conoscenze acquisite. Dal 2015 preparo sistematicamente piani di lezione per l'insegnamento dell'arte astratta geometrica contemporanea. Fare riferimento alle esperienze altrui prima di fare qualcosa \u00e8 di solito un punto di partenza razionale ed efficiente. Nell'era dell'esplosione delle informazioni, \u201ccontemporaneo\u201d, \u201carte astratta geometrica\u201d, \u201cmateriali didattici\u201d, \u201cpiani di lezione\u201d, \u201cmanuali\u201d, \u201cmanuali\u201d e cos\u00ec via. \u201cmanuali\u201d, \u201cstrumenti\u201d e cos\u00ec via, dovrebbe essere molto facile cercare risultati comprovati. Tuttavia, quando ho digitato queste parole in un motore di ricerca, sono rimasto molto frustrato dai risultati ottenuti: non sono riuscito a trovare un solo libro o testo per l'insegnamento dell'arte astratta geometrica che fosse veramente pratico, referenziato e attuabile su scala globale. Anche oggi, quando ricerco con l'aiuto di una piattaforma di intelligenza artificiale all'avanguardia, i risultati rimangono gli stessi. Questo \u00e8 precisamente il primo motivo per cui ho deciso di pubblicare A Practical Handbook for Creating Contemporary Geometric Abstract Art. Dopo aver preparato il materiale didattico per pi\u00f9 di due anni, nel 2017 ho lanciato ufficialmente il corso di Arte astratta geometrica contemporanea. I partecipanti provenivano da tutta la Cina, compresi molti insegnanti e professori che insegnavano nelle universit\u00e0 cinesi. Sono rimasto scioccato nell'apprendere che la stragrande maggioranza di loro aveva una conoscenza minima o nulla dell'arte astratta geometrica contemporanea, per non parlare del fatto che si tratta di una delle discipline pi\u00f9 importanti dell'arte contemporanea, e alcuni di loro non avevano mai nemmeno sentito parlare del concetto di \u201carte astratta geometrica\u201d. Questo \u00e8 il secondo motivo per cui ho pubblicato questo libro. Dal punto di vista della storia dell'arte, il cubismo di Picasso, apparso intorno al 1907, ha preannunciato l'inevitabilit\u00e0 storica dell'arte astratta geometrica. Successivamente, le opere del Futurismo e delle avanguardie russe hanno mostrato evidenti tendenze geometriche e, negli anni Dieci del Novecento, l'artista olandese Pierre Mondrian ha segnato la comparsa formale dell'arte astratta geometrica sul palcoscenico della storia con il suo linguaggio geometrico piatto e segmentato. Ad oggi, questa forma d'arte ha avuto una storia di sviluppo di oltre cento anni. Dopo l'ingresso nell'era digitale, con l'emergere della tecnologia di generazione digitale, del design parametrico e dell'intelligenza artificiale, l'arte astratta geometrica sta subendo profondi cambiamenti e accelerer\u00e0 per inaugurare un rivoluzionario rimodellamento strutturale. Tuttavia, l'arte contemporanea \u00e8 stata introdotta in Cina negli anni Ottanta, dopo la riforma e l'apertura, e forme come l'astrazione lirica, l'espressionismo astratto e il pop politico hanno perso da tempo la loro stranezza iniziale e il loro impatto sugli artisti cinesi di oggi. Al contrario, l'arte astratta geometrica, come una delle categorie importanti dell'arte contemporanea, non \u00e8 ancora entrata nel mainstream dell'educazione e della creazione artistica cinese in modo sistematico e su larga scala. Questa assenza storica costituisce la terza ragione della pubblicazione del mio libro. Tra il 2026 e il 2030, l'intelligenza artificiale rimodeller\u00e0 profondamente il modo in cui gli esseri umani lavorano, imparano e creano, e l'arte si trova al punto di svolta per essere continuamente sovvertita e ricostruita. L'arte astratta geometrica del futuro non sar\u00e0 pi\u00f9 limitata a tele statiche e a composizioni singole, ma si sposter\u00e0 verso forme dinamiche che possono essere generate, evolute e reagite in tempo reale. La geometria non sar\u00e0 pi\u00f9 il risultato di proporzioni fisse e regole compositive, ma diventer\u00e0 un sistema di relazioni descrivibili tramite codice, che si dispiegher\u00e0 nella dimensione temporale attraverso algoritmi, parametri e meccanismi iterativi. Anche il ruolo dell'artista cambier\u00e0, passando da \u201cmodellatore diretto di forme\u201d a \u201cprogettista di regole e sistemi\u201d, stabilendo le condizioni iniziali, i vincoli di confine e la logica evolutiva, e permettendo all'opera di crescere, deformarsi e differenziarsi da sola nel corso del suo funzionamento. Questo cambiamento non solo modifica la presentazione dell'opera, ma anche la struttura ontologica della creazione stessa, facendo balzare l'astrazione geometrica da un'immagine statica a un meccanismo linguistico continuamente generato. Nel mondo di oggi non esiste quasi pi\u00f9 una vera e propria barriera dell'informazione e la potente intelligenza artificiale ha reso l'accesso alla conoscenza rapido e paritario senza precedenti. Le persone hanno accesso immediato a quasi tutto ci\u00f2 che vogliono sapere. Tuttavia, in quest'epoca di \"sovraccarico di informazioni\", ci\u00f2 che scarseggia davvero non \u00e8 pi\u00f9 l'informazione in s\u00e9, ma la conoscenza strutturata, sistematicamente organizzata, direttamente applicabile e trasformabile in competenze pratiche. \u00c8 in questo contesto che credo sia nato il Manuale pratico di arte astratta geometrica contemporanea. Non si tratta solo di un manuale pratico d'arte, ma anche della prima guida pratica all'arte astratta geometrica creata in modo sistematico e collaborativo con l'aiuto dell'intelligenza artificiale. Spero che possa guidare gli artisti cinesi a comprendere nuovamente il significato di \"creazione\" nelle condizioni dell'IA - non per essere sostituiti dalla tecnologia, ma per imparare a lavorare con i sistemi intelligenti e per stimolare un desiderio attivo per il futuro modo di creare. Allo stesso tempo, spero anche che mobiliti la pratica dei creatori di astrazione geometrica in tutto il mondo e che artisti di culture diverse possano entrare in un contesto creativo dialogico e scalabile attraverso la stessa metodologia. Questo Manuale di Creazione di Arte Astratta Geometrica AI non esiste come manifesto concettuale, ma come insieme di linee guida operative e percorsi tecnici che possono essere avviati direttamente, fornendo passaggi chiari ed eseguibili dall'impostazione dei parametri, alla costruzione delle regole, alla logica generativa e al controllo estetico. Spero che possa fornire agli artisti contemporanei di tutto il mondo risorse creative veramente convenienti, pratiche, utili e accessibili, e che possa aiutare un maggior numero di creatori a varcare le soglie tecniche e cognitive di un sistema di produzione artistica orientato al futuro, con il sistema generativo al centro.<\/p>\n
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