F
Fuji Ren
Researcher at University of Tokushima
Publications - 622
Citations - 6519
Fuji Ren is an academic researcher from University of Tokushima. The author has contributed to research in topics: Sentence & Machine translation. The author has an hindex of 30, co-authored 579 publications receiving 4966 citations. Previous affiliations of Fuji Ren include Hiroshima City University & Beijing University of Posts and Telecommunications.
Papers
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Book ChapterDOI
Text-based English-Arabic sentence alignment
TL;DR: The Gaussian mixture model approach could achieve error reduction of 160% over length based approach when applied on English-Arabic parallel documents and outperform the results of the combined model which exploits length, punctuation, cognate and bilingual lexicon in a dynamic framework.
Proceedings ArticleDOI
The picture superiority effect in encoding and retrieval processes during Japanese learning for Chinese bilinguals
Liping Mi,Xiangyang Liu,Fuji Ren +2 more
TL;DR: It is suggested that simultaneous image and verbal encoding of picture-word elicited better and faster recollection compared to word during the memory test and demonstrated that the picture superiority effect was related to the ability of pictures enhancing encoding and facilitating recollection.
Journal ArticleDOI
Enhancing Offensive Language Detection with Data Augmentation and Knowledge Distillation
Jiawen Deng,Zhuang Chen,Hao Sun,Zhexin Zhang,Jincenzi Wu,Satoshi Nakagawa,Fuji Ren,Minlie Huang +7 more
TUA1 at the NTCIR-16 DialEval-2 Task c502147003@tokushima-u.ac.jpTokushimaUniversityTokushima,Japan
TL;DR: The proposed method is promising in learning a dialogue quality prediction system for generating very close predictions to the human annotators in the dialogue evaluation (DialEval-2) task of NTCIR-16.
Journal ArticleDOI
Efficient random subspace decision forests with a simple probability dimensionality setting scheme
TL;DR: In this article , a Half-Range Discrete Uniform Distribution-based Varied Dimensionality setting (HRDUVD) method is proposed for determining the random subspace dimensionality.