羅素悖論說明了數學中採用了過於抽象的信息會比較容易發現錯誤。邏輯錯誤會

羅素悖論說明了數學中採用了過於抽象的信息會比較容易發現錯誤。
邏輯錯誤會導致悖論，也不是僅僅是數學有錯誤，不少學科都是容易發生錯誤的。
數學上的第三次危機使數學界和邏輯學界都感到問題的嚴重性。羅素悖論表明，不能無條件地承認‘舊的概括原則‘，然而概括原則得到修改，將使集合論大為改觀。

結果 (英文) 1:

Russell's paradox illustrates the use of mathematics is too abstract information easier to find errors.
Logic error causes the paradox, is not just a mathematical error, many disciplines are prone to error.
Third crisis on the mathematics and mathematical logic scholars felt seriousness of the problem. Russell's paradox shows that not unconditionally recognize the 'old generalization principle', but summed up the principles are amended set theory would make a big difference.

結果 (英文) 2:

ผมอยากจะบอกว่าคุณเป็นโชคชะตาของฉัน
เดี๋ยวนี้

結果 (英文) 3:

Russell's paradox shows that it's easier to find mistakes by using too abstract information in mathematics.
Logical errors will lead to paradoxes, not just errors in mathematics. Many subjects are prone to errors.
The third crisis in mathematics makes both the mathematical and logical circles feel the seriousness of the problem. Russell's paradox shows that we can't admit the old generalization principle unconditionally, but the revision of the generalization principle will make a great change to the set theory.