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>>26
http://uni.2ch.net/test/read.cgi/sci/1375192413/376-384
376 ：ご冗談でしょう？名無しさん ：2013/08/17(土) NY:AN:NY.AN ID:KGz9QE31
>>370
there is nor any Russell set in ZF
there is nor any Russell set in ZF
there is nor any Russell set in ZF
there is nor any Russell set in ZF
there is nor any Russell set in ZF
there is nor any Russell set in ZF
there is nor any Russell set in ZF
WWWWWWWWWWWW
377 ：ご冗談でしょう？名無しさん ：2013/08/17(土) NY:AN:NY.AN ID:yZNU8F6H
パラコン持ってくるとか完全なる敗北宣言ですやん？
380 ：ご冗談でしょう？名無しさん ：2013/08/17(土) NY:AN:NY.AN ID:KGz9QE31
てゆーか英語できないブンケーってなんだ？？？
なんも出来ねーじゃん
ブンケーっていうか白痴系じゃん
383 ：ご冗談でしょう？名無しさん ：2013/08/17(土) NY:AN:NY.AN ID:nZuPwh11
>>382
>>370
there is nor any Russell set in ZF
there is nor any Russell set in ZF
there is nor any Russell set in ZF
there is nor any Russell set in ZF
there is nor any Russell set in ZF
there is nor any Russell set in ZF
there is nor any Russell set in ZF
WWWWWWWWWWWW
384 ：ご冗談でしょう？名無しさん ：2013/08/17(土) NY:AN:NY.AN ID:nZuPwh11
>>382
自殺？ん？
In axiomatic set theory (such as ZF), paradoxes are avoided by preventing the creation of sets that are too big.
The Russell set R might be written as the comprehension {x : x ?∈ x}, but ZF allows only comprehension over some previously constructed set S, as shown in Figure 1.
自殺？
In axiomatic set theory (such as ZF), paradoxes are avoided by preventing the creation of sets that are too big.
自殺？
In axiomatic set theory (such as ZF), paradoxes are avoided by preventing the creation of sets that are too big.
自殺？
In axiomatic set theory (such as ZF), paradoxes are avoided by preventing the creation of sets that are too big.
自殺？
In axiomatic set theory (such as ZF), paradoxes are avoided by preventing the creation of sets that are too big.
自殺？
In axiomatic set theory (such as ZF), paradoxes are avoided by preventing the creation of sets that are too big.
http://uni.2ch.net/test/read.cgi/sci/1375192413/376-384
376 ：ご冗談でしょう？名無しさん ：2013/08/17(土) NY:AN:NY.AN ID:KGz9QE31
>>370
there is nor any Russell set in ZF
there is nor any Russell set in ZF
there is nor any Russell set in ZF
there is nor any Russell set in ZF
there is nor any Russell set in ZF
there is nor any Russell set in ZF
there is nor any Russell set in ZF
WWWWWWWWWWWW
377 ：ご冗談でしょう？名無しさん ：2013/08/17(土) NY:AN:NY.AN ID:yZNU8F6H
パラコン持ってくるとか完全なる敗北宣言ですやん？
380 ：ご冗談でしょう？名無しさん ：2013/08/17(土) NY:AN:NY.AN ID:KGz9QE31
てゆーか英語できないブンケーってなんだ？？？
なんも出来ねーじゃん
ブンケーっていうか白痴系じゃん
383 ：ご冗談でしょう？名無しさん ：2013/08/17(土) NY:AN:NY.AN ID:nZuPwh11
>>382
>>370
there is nor any Russell set in ZF
there is nor any Russell set in ZF
there is nor any Russell set in ZF
there is nor any Russell set in ZF
there is nor any Russell set in ZF
there is nor any Russell set in ZF
there is nor any Russell set in ZF
WWWWWWWWWWWW
384 ：ご冗談でしょう？名無しさん ：2013/08/17(土) NY:AN:NY.AN ID:nZuPwh11
>>382
自殺？ん？
In axiomatic set theory (such as ZF), paradoxes are avoided by preventing the creation of sets that are too big.
The Russell set R might be written as the comprehension {x : x ?∈ x}, but ZF allows only comprehension over some previously constructed set S, as shown in Figure 1.
自殺？
In axiomatic set theory (such as ZF), paradoxes are avoided by preventing the creation of sets that are too big.
自殺？
In axiomatic set theory (such as ZF), paradoxes are avoided by preventing the creation of sets that are too big.
自殺？
In axiomatic set theory (such as ZF), paradoxes are avoided by preventing the creation of sets that are too big.
自殺？
In axiomatic set theory (such as ZF), paradoxes are avoided by preventing the creation of sets that are too big.
自殺？
In axiomatic set theory (such as ZF), paradoxes are avoided by preventing the creation of sets that are too big.