Irreducibility

The principle of Irreducibility, in philosophy, has the sense that a complete account of an entity will not be possible at lower levels of explanation and which has novel properties beyond prediction and explanation. Another way to state this is that Occam's razor requires the elimination of only those entities that are unnecessary, not as many entities as could conceivably be eliminated. Lev Vygotsky provides the following illustration of the idea, in his Thought and Language:

单词	irreducibility
释义	irreducibility /'iri,dju:sə'biləti/ 英汉-汉英词典不可还原性词组 \| 习惯用语您要查找的是不是： irreproducibility 非再生性 irreducibility n. [数] 不可约性网络短语: irreducibility postulation 不可约性假设 absolute irreducibility 绝对不可约性 eisenstein irreducibility eisenstein判别法 case irreducibility 事件不可简化 weakly irreducibility 弱不可约 deterministic irreducibility 确定性不可归约性 irreducibility test 不可约性判别法 casus irreducibility 事件不可约性 l irreducibility 不可约多项式英语例句库 Atomic implies indivisibility and irreducibility, so an atomic operation must be performed entirely or not performed at all. 这里“原子”的意思是看不见和不可分，因此原子操作要么必须全部做完，要么一点也不做。声明：以上例句、词性分类均由互联网资源自动生成，未经过人工审核，其表达内容亦不代表本软件的观点；若发现问题，欢迎向我们指正。原声例句 TED演讲（音频版）精选 But now computational irreducibility shows us that that isn't true. 但现在计算不可约性告诉我们事实并非如此。 TED演讲（音频版）精选 But basically, every control the outcome schemeseems full of both political philosophyand computational irreducibility gotchas. 但基本上，每个控制结果方案似乎都充满了政治哲学和计算不可约性陷阱。 TED演讲（音频版）精选 So what will it feel like if our world is full of computational irreducibility? 那么，如果我们的世界充满了计算不可约性，会是什么样的感觉呢？ TED演讲（音频版）精选 There's what I call computational irreducibility, in which, in effect, the passage of time corresponds to an irreducible computationthat we have to run in order to work out how it will turn out. 这就是我所说的计算不可约性，其中，实际上，时间的流逝对应于不可约计算，我们必须运行该计算才能弄清楚结果如何。英语百科 Irreducibility The principle of Irreducibility, in philosophy, has the sense that a complete account of an entity will not be possible at lower levels of explanation and which has novel properties beyond prediction and explanation. Another way to state this is that Occam's razor requires the elimination of only those entities that are unnecessary, not as many entities as could conceivably be eliminated. Lev Vygotsky provides the following illustration of the idea, in his Thought and Language:
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irreducibility /'iri,dju:sə'biləti/

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网络短语:

Irreducibility