数学联邦政治世界观
超小超大

终极L(数学论文)一 (14-12)

Definition5.1.Suppose that α is a limit ordinal such that α>0,and that〈κᵦ:β<α〉together with a family F of elementary embeddings witness that κ is α-tremendous,with just one embedding in the family F witnessing α-tremendousness for each finite sequence of ordinals less than α.Suppose that,given any ω-sequence of ordinals〈βᵢ:i<ω〉less than α. there is an elementary embedding j:Vλ₊₁ ≺ Vλ₊₁ with critical sequence 〈κᵦᵢ:i<ω〉,obtained by gluing together the obvious ω-sequence of embeddings from F,where λ:=supₙ∈ω κᵦₙ .Then the cardinal κ is said to be α-enormous*.

Definition 5.2.Suppose that a cardinal κ is κ-enormous*.Then κ is said to be hyper-enormous*.

In this section we wish to prove the following theorem.

Theorem 5. is not consistent ωith ZF thαt there exists αn ordinαl λ αnd α non-triυiαl elementαry embedding j:Vλ₊₂ ≺ Vλ₊₂.

Proof.The same reasoning that shows that every I2 cardinal κ has a normal ultrafilter U concentrating on the hyper-tremendous cardinals,also shows in ZF that if κ is a critical point of an elementary embedding

NEW LARGE-CARDINAL AXIOMS AND THE ULTIMATE-L PROGRAM 9

数学联邦政治世界观提示您:看后求收藏(同人小说网http://tongren.me),接着再看更方便。

相关小说

无限之渊 连载中
无限之渊
樱愉
傲娇男主x高冷木头女主!“表白的话你说得出吗”
1.5万字9个月前
她的竹马是赛罗 连载中
她的竹马是赛罗
阡陌樱
她叫工藤樱子,是泰罗奥特曼的亲妹妹,是光之国的公主之一,是在战场叱咤风云的战神。所以她一出生就注定不平凡,注定承担着不平凡的责任。她还有一个......
13.3万字9个月前
祈繁 连载中
祈繁
江小懒
我是白祈,云都白家洋太子。古繁,古家小爷。
29.5万字9个月前
快穿:咸鱼宿主要翻身 连载中
快穿:咸鱼宿主要翻身
七海三江
[已签约2022.12.11](已完结)傲娇哭包白切黑(尹月)vs腹黑偏执主神(顾羽)位面:1.秦王的小奶包✓2.小画家在外逃亡✓3.野狐狸......
8.6万字9个月前
每天都是上上签 连载中
每天都是上上签
Lily酱
热情优美的文案小馆疗效:专治各种不开心,颓废。使用方法:打开目录,闭上双眼,深呼吸、抽签哦!愿美好与阳光陪伴你的每一天。观迎各位小主入馆参观......
0.3万字9个月前
被绝美反派师尊狠狠掌控 连载中
被绝美反派师尊狠狠掌控
可可星雾
本世纪里艰难度日的底层小白领,扑街小说江月乾在一道惊雷下光荣成为穿越大队的一员穿进自己小说中成了大炮灰,江月乾时刻忧心自己的小命,握着全书剧......
1.0万字9个月前