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1)  reasoning and demonstrating
推理和论证
2)  argument reasoning
论证推理
1.
According to generally viewpoint of mathematics thinking and method, there are two reasoning in mathematics: argument reasoning and plausible reasoning.
按照通常数学思想方法论的观点,数学上的推理可分为两种:论证推理与合情推理。
2.
According to the common viewpoint of mathematics thinking and method, there are two reasoning in mathematics, on is argument reasoning, used to prove mathematics question, the other is plausible reasoning, used to discover mathematics question or to find the way of solving it.
按照通常数学思想方法论的观点,数学上的推理可分为两种:用于开展数学证明的论证推理与用于发现、提出数学问题并寻求问题解答的探索过程的合情推理。
3)  inference and proof
推理论证
4)  evidence approach
证据推理理论
5)  non-demonstrative inference
非论证性推理
1.
By comparing the non-demonstrative inference as discussed in Relevance Theory and abductive inference, this article applies the later Peircean logic of abduction and Hobbs Interpretation as Abduction to demonstrate that pragmatic reasoning is actually the specific application of abductive inference in utterance.
本文从关联理论非论证性推理和溯因推理的比较出发 ,应用后期皮尔士溯因逻辑思想和Hobbs等人的“解释即溯因”(InterpretationasAbduction)的自然语言理解理论 ,论述语用推理实际上就是溯因推理在话语交际中的具体体现。
2.
By examining vivid examples in daily communications, the thesis aims at expounding the speaker s communicative strategies by using PA and focuses more attention on how the hearer applies non-demonstrative inferences to grasp the speaker s communicative intentions from the perspective of relevance theory.
本文通过大量日常言语交际的例子,从关联理论的视角不仅探讨了说话人语用模糊策略的使用,更对听话人如何进行非论证性推理来理解语用模糊的话语进行了深入研究。
6)  deductive reasoning ability
论证推理能力
补充资料:演绎推理(见推理)

  
  演绎推理(见推理)
  deductive inference

  住理。yanyl tullj演绎推理(deduetive infer。二ee)见
  
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