摘要
哥德尔不完全性定理在科学推理,特别是在通过有限步骤的手段而达到对无限的认识和把握中,具有重要的方法论意义,它启示人们对前提条件进行考察时讲究改进情景,通过转换形式,从不同系统着手,探索真理。
Gdel's incompleteness theorem bears important methodological significance in scientific reasoning,especially in the understanding and grasp of the infiniteness by means of finite steps.It inspires us to pay attention to ameliorate scene when we investigate the precondition and to explore the truth through converting form different system.
出处
《自然辩证法通讯》
CSSCI
北大核心
2010年第2期15-20,共6页
Journal of Dialectics of Nature
关键词
不完全性定理
证明推理
有限步骤
无限
Gdel's incompleteness theorem
Proof reasoning
Finite steps
Infiniteness
