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inferencing

网络  推测; 推理; 推论; 推断法

现在分词:inferencing 

法律

双语例句

  • This thesis conducts an empirical study of the common reference scale of contextual inferencing ability for National Matriculation English Examination ( NMEE).
    本文主要对语境推理能力量表进行了实证研究。
  • Adopting Sum-Product inferencing method, fuzzy controller of geometrical space irregular distributed function, which is superior than normal fuzzy controller and can promote the response property and robustness and reduce the parameter numbers in optimization.
    采用SumProduct推理方法,等比间距不均匀分布隶属函数的模糊控制器,在控制性能上优于常规模糊控制器,可提高系统的快速性和鲁棒性,同时大大减少了隶属函数中需优化参数的个数。
  • Use cases that benefit from inferencing are those that involve many interdependent rules whose execution orders must depend upon data instead of being predetermined.
    可从推理获益的用例是那些设计到很多相互依赖的规则的用例,这些规则的执行顺序必须依赖于数据而不是预先确定的。
  • Therefore, inferencing correctly the meaning of unknown words is of great significance to the successful reading comprehension.
    因此,正确地推测出文章中生词对成功理解一篇阅读有着至关重要的意义。
  • So, if I know leather jackets can be worn with denim pants and denim pants can be worn with biker boots, then by inferencing, leather jackets can be worn with biker boots.
    因此,如果我知道皮夹克可以与牛仔裤以及牛仔裤可以与飙车靴一起搭配,那么经过推论,牛仔裤可以与飙车靴一起搭配。
  • L2 readers 'depth of vocabulary knowledge and lexical inferencing strategy use
    L2读者词汇知识深度与词义推测策略的成功运用
  • Thus investigating pragmatic inferencing from a Cognitive Linguistic perspective can further supplement and enrich the pragmatic theories.
    因此,从认知语言学的角度来研究语用推理可进一步补充和丰富语用学理论。
  • They use self-management, inferencing and note-taking significantly differently.
    他们在使用自我管理、推理、记笔记策略上呈现显著性差异。
  • The second is that they do not explore the conceptual basis of pragmatic inferencing.
    二是它没有探究语用推理的概念本质。
  • The paper introduces the method of function monotonicity discussion, mainly the way and technique of inferencing function first derivation>0 by Lagrange and Cauchy central value theorem in order to try to extend the train of thought about function monotonicity discussion.
    介绍了函数单调性讲座的方法,重点介绍了利用Lagrange中值定理及Cauchy中值定理推导函数一阶导数大于零的方法与技巧,力争拓展讨论函数单调性的思路。