Si è inteso inoltre acclarare, per quanto possibile, se nel tempo il rapporto tra la lingua dei roma...View MoreSi è inteso inoltre acclarare, per quanto possibile, se nel tempo il rapporto tra la lingua dei romanzi italiani e quella dei romanzi tradotti sia rimasto stabile o se invece si siano verificati dei cambiamenti ed, eventualmente, quale sia la traiettoria di tali cambiamenti. Come è noto, il pronome tradizionale neutro di terza persona esso <a href="https://www.tise.it/">https://www.tise.it/</a> sta uscendo dall’uso scritto anche nella funzione di complemento indiretto. Il suo corrispettivo inglese, it, è invece molto presente tanto nella varietà scritta quanto in quella orale. Ci siamo chiesti se a questa differenza d’uso nelle due lingue corrispondesse una maggiore frequenza di esso nelle traduzioni rispetto agli originali italiani.<br/><h2>Traduzioni dall’inglese</h2><br/>Anche in questo caso, quindi, si riscontra che mentre nella fase centrale lo stile delle traduzioni si distaccava da quello dei romanzi autoctoni per un minor livello di formalità, nelle traduzioni contemporanee vi è un relativo recupero di un tempo verbale sempre meno usato negli originali pubblicati nella stessa fase. Ancora una volta vale la pena ricordare che alcune case editrici insistono sull’uso del passato remoto nelle traduzioni anche laddove il traduttore aveva scelto il passato prossimo. Ribadiamo che non rientra negli obiettivi del presente studio speculare sulle cause di questo cambiamento. Notiamo solo che i dati ricavati per i romanzi autoctoni sembrerebbero confermare una tendenza a una trasmissione più diretta e concisa delle informazioni, come già aveva osservato De Mauro (1999, 194) e un certo snellimento della sintassi del periodo in linea con quanto avviene nelle altre lingue europee (Santulli [2009, 167] parla di una «tendenza alla disarticolazione»). La tradizionale propensione all’amplificazione e alla complessità sintattica, che si esprime anche nella lunghezza dei periodi, non solo sembra più contenuta nei testi tradotti (come aveva già notato Cortelazzo 2010, XV), ma è oggi meno accentuata anche nei testi letterari autoctoni.<br/>Il fatto che nella fase centrale, tanto nei romanzi autoctoni quanto, in misura minore ma piuttosto significativa, nelle traduzioni, si ricorresse spesso alle particelle enfatiche dà sostegno all’ipotesi (cfr. Ferme 2002; Testa 1997) che anche sul versante linguistico gli anni del boom dell’editoria italiana si configurassero come un periodo di relativa libertà linguistica nella narrativa. Nella prima fase, al contrario, dove la distanza tra parlato e scritto (soprattutto letterario) era più netta, la frequenza di queste forme era molto bassa in entrambi i gruppi testuali. Rispetto al sistema dei modi e dei tempi verbali, abbiamo analizzato gli usi generalmente ritenuti in via di ridimensionamento, come nei casi del modo congiuntivo e del tempo passato remoto dell’indicativo. <a href="https://aqueduct-translations.it">https://aqueduct-translations.it</a> Ci siamo prefissi, in primo luogo, di verificare se vi fosse un’effettiva regressione nell’uso di queste forme; in secondo luogo, di osservare se in tal caso in questo processo le traduzioni si allineassero con gli originali italiani o meno.<br/><ul><li>Nei romanzi italiani anche il numero medio di parole per periodo si è gradualmente ridotto nel tempo, con un calo da 18 a 13 parole (27,5%).</li><li>Niccolò da Reggio è l'ultimo grande traduttore medievale di testi medici, attivo alla corte di Napoli tra il 1308 e il 1345.</li><li>Nella prima edizione latina di Galeno, curata da Diomede Bonardo e stampata da Filippo Pinzi a Venezia nel 1490, sono pubblicate circa quaranta traduzioni di Niccolò, quando ormai si stavano preparando nuove traduzioni umanistiche, stilisticamente vicine al latino classico, che negli anni successivi avrebbero sostituito quelle medievali.</li><li>Si riscontrano davvero delle tendenzetraduttive “universali”, comuni a tutte le lingue in tutti i tempi, come teorizzato da Baker (1996)?</li><li>Ci si chiede, allora, se le traduzioni dall’inglese mostrino un uso più frequente dei pronomi personali soggetto, come hanno dimostrato precedenti analisi condotte su corpora testuali differenti (per esempio Cortelazzo 2007b; Cardinaletti 2004).</li></ul><br/>Se, insomma, in passato per questo parametro vi era uno scarto considerevole fra traduzioni e testi indigeni, oggi questo scarto sembra scomparso. Nella tabella qui presentata colpisce, in particolare, la struttura chiastica che assumono i dati relativi alle ultime due fasi, quando la frequenza dei pronomi diminuisce nei romanzi italiani nella medesima misura in cui aumenta nelle traduzioni. Questa specularità mostra come la complessità pronominale delle traduzioni contemporanee sia relativamente alta, attestandosi a un livello pari a quello dei romanzi italiani della seconda fase. Seguendo Even-Zohar (1990), si potrebbe ipotizzare che le traduzioni rivestano un ruolo diverso (di consolidamento, di rinnovamento o di conservazione) nel polisistema letterario italiano nei diversi periodi considerati. Obiettivo dell’analisi è identificare i tratti linguistici che costituiscono il «repertorio di riferimento», ovvero «l’aggregato di norme e forme condivise in un dato periodo» (Even-Zohar 1990) da scrittori da una parte e traduttori dall’altra, per stabilire se fra la lingua dei romanzi indigeni italiani e quella delle traduzioni di narrativa vi sia una differenza statisticamente significativa.<br/><h3>Allargamento e analisi di un Corpus Intermodale: le parole chiave del Sottocorpus di Italiano di EPTIC_2011</h3><br/><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="603px" alt="analisi testi tradotti italiano" 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"/><br/>In questo gruppo rientrano la perifrasi progressiva e i pronomi personali, che oggi sono entrambi soggetti a fenomeni di ristandardizzazione. […] E la verità da portare in luce è proprio quella condizione di subalternità in cui si dibattono non solo gli scrittori ma tutti. Per la maggior parte dei parametri, però, è emerso che nella prima e nell’ultima fase considerata, quelle cioè interessate rispettivamente dai processi di standardizzazione e neostandardizzazione, le traduzioni si configurano come un fattore di stabilità e di ancoraggio all’italiano della tradizione letteraria. In epoca contemporanea sembra essersi verificato un ridimensionamento nell’uso di queste espressioni, forse in reazione alla contaminazione tra scritto e parlato tentata nei decenni centrali del Novecento o forse anche perché sono un po’ passate di moda. Tra i tratti linguistici esenti da interferenza perché privi di un corrispettivo isomorfo in inglese vi sono forme lessicali enfatiche come la negazione rafforzata dalla particella mica, le locuzioni avverbiali senz’altro e meno male e l’interiezione magari.<br/>Anche in questo caso essere e avere sono stati considerati sia <a href="https://www.aitf.it/">https://www.aitf.it/</a> come ausiliari che come verbi autonomi, dal momento che il rapporto tra trapassato remoto e trapassato prossimo è analogo a quello tra passato remoto e passato prossimo. Per appurare tale tendenza all’impoverimento, siamo ricorsi a un indice che misura la varietà lessicale denominato standardised type/token ratio (STTR) fornito dal software di analisi testuale WordSmith Tools. Questo indice è ottenuto mediante il ricalcolo da zero ogni mille vocaboli del rapporto in termini percentuali tra il numero delle parole diverse (type) e il totale delle parole o occorrenze (token) di un dato corpus; successivamente il programma procede al calcolo della media di tali rapporti percentuali.<br/><h2>Per un'analisi dell'italiano tradotto nei quotidiani: considerazioni preliminari sulla costituzione di un corpus</h2><br/>La rappresentazione della traduzione ha effetti socio-politici e funziona come un dispositivo attraverso cui l’individuo immagina la sua relazione con la comunità nazionale o etnica, di questi dispositivi il contributo cerca di rendere conto, confrontandosi in modo particolare con le proposte che vengono dagli studi non soltanto euro-americani sulla traduzione. Questo dato consentirebbe di ipotizzare – ma tale ipotesi attende la prova di dati più specifici – che in traduzione si usino più che negli originali inglesi i nomi propri, per evitare l’imbarazzo nella scelta del pronome, come già notava Parks (1997) a proposito della traduzione italiana di Women in Love di D. L’inglese usa il present tense solo con riferimento a situazioni di routine, per indicare azioni ripetute o stati continuativi, mentre ricorre al present continuous per riferirsi ad azioni singole nel presente. Ci si è chiesti, pertanto, se tale forma, più diffusa in inglese che in italiano, ricorresse con maggior frequenza in traduzione rispetto ai testi scritti originariamente in italiano. A livello metodologico, il primo passo è consistito nell’individuazione di parametri di tipo morfo-sintattico per condurre l’analisi testuale mediante il programma informatico WordSmith Tools. Poiché la ricerca non verteva su categorie grammaticali (l’intento, cioè, non era di quantificare aggettivi, avverbi, verbi, ecc.) ma su singole forme (ricorrenze di parole specifiche), non è stato necessario etichettare il corpus.<br/>I dati relativi alle frequenze d’uso dei pronomi relativi il quale e cui seguono un trend comune a molti altri parametri. Si riscontra, infatti, un calo graduale e sistematico nei romanzi originali italiani in diacronia e, parallelamente, nei romanzi in traduzione, un calo dalla prima alla seconda fase e una ripresa nella terza. Già Cortelazzo (2010) aveva osservato una disponibilità leggermente maggiore per il pronome relativo nelle traduzioni; ciò detto, la “conservazione” di talune forme tradizionali non è prerogativa generale delle traduzioni tout court, ma, al contrario, differisce a seconda della fase storico-culturale su cui si concentra l’analisi.<br/>I dati mostrano con una certa coerenza che il repertorio di riferimento del sottosistema dell’italiano tradotto contemporaneo è di tipo più conservatore rispetto a quello dei testi autoctoni. Nei romanzi italiani anche il numero medio di parole per periodo si è gradualmente ridotto nel tempo, con un calo da 18 a 13 parole (27,5%). Nelle traduzioni, invece, si osserva una riduzione piuttosto brusca dalla prima alla seconda fase, da 16 a 12 parole (25%), seguita da una lieve inversione di tendenza nella terza. I risultati presentano un rapporto tra il numero di occorrenze del verbo avere ed essere al passato remoto e quello degli stessi verbi al passato prossimo.
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Si è inteso inoltre acclarare, per quanto possibile, se nel tempo il rapporto tra la lingua dei roma...View More