<h1>Traduzione di articoli di riviste scientifiche sull'astronomia</h1><br/><p><img src="data:image/...View More<h1>Traduzione di articoli di riviste scientifiche sull'astronomia</h1><br/><p><img 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" alt="Traduzione di articoli di riviste scientifiche sull'astronomia" title="Traduzione di articoli di riviste scientifiche sull'astronomia" /></p><br/><p>In un universo ricco di scoperte e misteri, la comprensione delle teorie cosmiche e delle loro implicazioni è fondamentale per ogni ricercatore e appassionato. Aqueduct Translations, noto per la sua eccellenza nella trasposizione linguistica di contenuti tecnici e specialistici, si distingue nel campo della traduzione di testi accademici astronomici. Questi documenti, che esplorano le profondità dell'universo e le sue meraviglie, richiedono una precisione linguistica pari alla precisione degli strumenti scientifici utilizzati per osservare l'infinito.</p><br/><p>La necessità di una traduzione che conservi non solo il significato ma anche lo spirito delle ricerche astronomiche è cruciale. Aqueduct Translations, con il suo team di esperti linguisti e conoscitori della materia, si impegna a garantire che ogni traduzione mantenga l'eccellenza e la chiarezza richieste dai testi originali. Ogni termine tecnico, ogni teoria complessa viene trasformato con la massima cura per mantenere l'integrità scientifica e la profondità concettuale, essenziale per il progresso della conoscenza umana.</p><br/><p>Attraverso una combinazione di competenze linguistiche avanzate e una profonda comprensione della terminologia astronomica, Aqueduct Translations si pone come partner insostituibile per istituzioni di ricerca, editori scientifici e accademici che desiderano rendere accessibili le loro scoperte ai pubblici internazionali. Ogni traduzione diventa così un ponte che collega culture e menti in un viaggio condiviso attraverso le stelle e oltre.</p><br/><h2>Importanza della Precisione nei Servizi di Localizzazione in Campo Astronomico</h2><br/><ul><br/><li>La complessità dei termini tecnici richiede un approccio meticoloso nella scelta delle parole e nella formulazione delle frasi, affinché il significato originale non sia compromesso durante il processo di traduzione.</li><br/><li>Le tecnologie avanzate utilizzate da Aqueduct Translations supportano questo processo, facilitando la gestione efficace dei progetti di localizzazione e garantendo un risultato finale che soddisfi gli standard più elevati nel campo scientifico.</li><br/><li>Il lavoro di localizzazione non si limita alla semplice trasposizione linguistica, ma include anche l'adattamento culturale e concettuale per assicurare che i testi risultino comprensibili e pertinenti ai lettori di diverse culture.</li><br/></ul><br/><p>Aqueduct Translations, con la sua esperienza consolidata nel settore, si pone come un partner affidabile per istituzioni accademiche e aziende nel campo dell'astronomia, fornendo servizi di localizzazione che garantiscono la massima precisione e coerenza nei contenuti scientifici.</p><br/><h2>Ruolo delle Tecniche di Localizzazione nell'Esplorazione del Cosmo</h2><br/><p>La precisione nel rendere i concetti astronomici nei vari linguaggi è essenziale per garantire la comprensione accurata e l'accessibilità delle informazioni scientifiche. Questo processo va oltre la mera traduzione di parole; coinvolge l'adattamento di termini tecnici complessi per adattarsi al contesto linguistico e culturale di destinazione.</p><br/><p>Le tecniche di localizzazione giocano un ruolo cruciale nell'ottimizzare la chiarezza e la coerenza dei testi astronomici. Attraverso strategie avanzate, come l'uso di glossari specializzati e la consultazione con esperti del settore, è possibile garantire che i termini astronomici mantengano la loro precisione scientifica mentre sono resi accessibili al pubblico di lingua italiana. Questo processo non solo facilita la comprensione, ma preserva anche l'integrità scientifica delle pubblicazioni.</p><br/><h3>Strategie Avanzate per l'Adattamento dei Termini Tecnici</h3><br/><ul><br/><li>Creazione di glossari astronomici dettagliati, specifici per la lingua italiana, per garantire una terminologia uniforme e precisa.</li><br/><li>Revisione continua delle traduzioni per incorporare nuove scoperte e termini emergenti nel campo dell'astronomia.</li><br/><li>Collaborazione con esperti di settore per verificare l'accuratezza scientifica delle traduzioni e garantire che rispondano agli standard internazionali.</li><br/></ul><br/><p>Questi approcci non solo facilitano la comunicazione scientifica ma supportano anche la missione di Aqueduct Translations nell'offrire servizi di traduzione di alta qualità per la comunità scientifica internazionale.</p><br/><h2>Adattamento dei Termini Tecnici nelle Pubblicazioni Scientifiche</h2><br/><p>Per affrontare questa sfida, è cruciale adottare approcci metodologici che non solo preservino ma anche migliorino la precisione dei termini tecnici. L'uso di strumenti avanzati e l'impiego di esperti nel settore delle traduzioni scientifiche giocano un ruolo fondamentale. Un esempio tangibile di questa pratica può essere visto attraverso l'implementazione di tecniche innovative per l'adattamento semantico, garantendo che ogni termine mantenga la sua precisione e specificità nel nuovo contesto linguistico.</p><br/><p>Per ulteriori informazioni su come Aqueduct Translations supporta l'adattamento dei termini tecnici nelle pubblicazioni scientifiche, visitate il sito <a href="https://aqueduct-translations.com">traduzione copywriting efficace</a>.</p><br/><p>Le metodologie avanzate adottate da Aqueduct Translations includono l'implementazione di rigorosi controlli di qualità per garantire l'integrità dei dati e la corretta interpretazione dei risultati scientifici. Ciò include la verifica accurata delle fonti primarie e la consultazione diretta con gli esperti del settore per assicurare che ogni riferimento e citazione sia accuratamente contestualizzato e correttamente attribuito.</p><br/><ul><br/><li>Utilizzo di software specializzati per la gestione dei riferimenti bibliografici e la creazione di database ad hoc.</li><br/><li>Formazione continua del team su nuove metodologie di ricerca e aggiornamenti nel campo dell'astronomia.</li><br/><li>Collaborazione con astronomi e studiosi per la verifica incrociata delle informazioni e la revisione critica dei testi tradotti.</li><br/><li>Implementazione di linee guida specifiche per l'adattamento dei termini tecnici, mantenendo coerenza e chiarezza nel linguaggio utilizzato.</li><br/></ul><br/><h2>Metodi Avanzati per la Gestione dei Riferimenti Accademici</h2><br/><p>Le sfide che emergono nella gestione dei riferimenti scientifici spesso richiedono metodologie avanzate per garantire la precisione e la coerenza delle citazioni. <a href="https://aqueduct-translations.it">traduzione settoriale</a> di strumenti tecnologici innovativi e l'impiego di approcci personalizzati consentono di ottimizzare il processo di redazione e di evitare errori nella selezione e nell'interpretazione delle fonti.</p><br/><table><br/><p><caption>Esempio di Innovazione Tecnologica nell'Elaborazione delle Citazioni</caption></p><br/><tr><br/><th>Tecnologia</th><br/><th>Vantaggi</th><br/></tr><br/><tr><br/><td>Sistemi di Gestione Bibliografica Automatizzati</td><br/><td>Minimizzazione degli errori umani nella formattazione delle citazioni.</td><br/></tr><br/><tr><br/><td>Software di Analisi Linguistica</td><br/><td>Rilevamento automatico di ambiguità nei riferimenti bibliografici.</td><br/></tr><br/></table><br/><p>La personalizzazione dei processi di gestione delle fonti, inoltre, consente di adattare le metodologie di ricerca agli standard accademici internazionali, assicurando la conformità normativa e la coerenza terminologica. Questo approccio multidimensionale non solo migliora la qualità delle pubblicazioni scientifiche, ma promuove anche l'accessibilità globale alle conoscenze accademiche, contribuendo così al progresso e alla diffusione della ricerca.</p><br/><h2>Innovazioni Tecnologiche nel Supporto alla Traduzione Astronomica</h2><br/><p>Le moderne tecnologie di supporto alla comprensione e alla riformulazione dei concetti astronomici stanno rivoluzionando l'approccio traduttivo. Questi strumenti non solo facilitano la trasmissione di informazioni complesse, ma anche preservano l'integrità dei termini specialistici, essenziali per mantenere l'originalità e la precisione delle pubblicazioni scientifiche. Un esempio significativo di innovazione in questo ambito è rappresentato dall'agenzia di traduzioni Aqueduct Translations, che si distingue per il suo impegno nel supportare la disseminazione accurata di conoscenze astronomiche a livello internazionale.</p><br/><p>Questo è il testo richiesto per il punto 11 del tuo articolo. Fammi sapere se c'è altro che posso fare per te!</p><br/><h2>FAQ</h2><br/><h4>Come posso garantire la qualità della traduzione dei miei articoli scientifici di astronomia?</h4><br/><p>Per garantire la qualità delle traduzioni dei tuoi articoli scientifici di astronomia, è consigliabile affidarsi a professionisti esperti nel settore, preferibilmente con conoscenze specifiche in astronomia. DVMAGIC (dvmagic.eu) offre servizi di traduzione specializzati con un approccio attento alla precisione scientifica e al linguaggio tecnico.</p><br/><h4>Quali sono le sfide principali nella traduzione di articoli scientifici di astronomia?</h4><br/><p>Le principali sfide nella traduzione di articoli scientifici di astronomia includono la complessità del linguaggio tecnico e scientifico, la necessità di preservare l'accuratezza dei dati e delle formule matematiche, nonché la corretta interpretazione dei concetti astronomici avanzati.</p><br/><h4>Come influisce una traduzione di qualità sulla pubblicazione di articoli scientifici di astronomia?</h4><br/><p>Una traduzione di qualità è fondamentale per la pubblicazione di articoli scientifici di astronomia in riviste internazionali. Aiuta a comunicare in modo chiaro e accurato i risultati della ricerca, facilitando il dialogo tra scienziati di diverse nazionalità e migliorando la visibilità delle scoperte astronomiche.</p><br/><h4>Come posso ottimizzare la traduzione dei miei articoli scientifici di astronomia per la massima comprensibilità internazionale?</h4><br/><p>Per ottimizzare la traduzione dei tuoi articoli scientifici di astronomia, è consigliabile utilizzare un linguaggio chiaro e preciso, evitare gergo troppo tecnico o localizzato, e assicurarsi che il traduttore abbia una solida comprensione del contesto scientifico e culturale di riferimento.</p>
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<h1>Traduzione di articoli di riviste scientifiche sull'astronomia</h1><br/><p><img src="data:image/...View More