0 votos
78 visualizações
Como devo lidar com uma palavra da fonte que corresponde a duas palavras diferentes no alvo, dependendo da flexão da palavra da fonte?
Tradução automática de English
FLExTrans por (246 pontos) | 78 visualizações

1 Resposta

0 votos

Você pode lidar com isso usando o Replacement Dictionary Editor para adicionar mapeamentos adicionais ao léxico bilíngue.

O léxico bilíngue é um mapeamento de sentidos de palavras da fonte para sentidos de palavras do alvo. Não há afixos flexionais presentes no léxico bilíngue. É assim que o FLExTrans o constrói. Em teoria, no entanto, poderiam haver características ou classes flexionais presentes. Você pode visualizar o léxico bilíngue clicando duas vezes no arquivo bilingual.dix na pasta Output ou clicando no botão View Bilingual Lexicon na ferramenta Live Rule Tester Tool.

Tradução automática de English
por (246 pontos)

Aqui está um exemplo de parte do arquivo bilingual.dix:

<img src="data:image/png;base64,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Welcome to Support Bible, where you can ask questions and receive answers from other members of the community.
Dear friends, since God so loved us, we also ought to love one another.
1 John 4:11
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