阿貝爾群 的英文怎麼說

中文拼音 [abèiěrqún]
阿貝爾群 英文
abelian group
  • 阿 : 阿Ⅰ助詞（用在稱呼前面） Ⅱ（用於音譯外來語）
  • 貝 : 名詞1 [動物學] （蛤螺等有殼軟體動物的統稱） cowry; cowrie; shellfis 2 （古代用貝殼做的貨幣） cowr...
  • 爾 : [書面語]Ⅰ代詞1 （你） you 2 （如此; 這樣） like that; so 3 （那;這） that Ⅱ[形容詞后綴: 率爾而對 ...
  • 群 : Ⅰ名詞（聚在一起的人或物） crowd; group Ⅱ量詞（用於成群的人或物） group; herd; flock
  • 貝爾 : [物理學] （電平單位） bel （b; b） （在電學、 聲學中計量功率或功率密度比值的單位）
  1. Some public key cryptosystem extended to abelian group

    一些公鑰密碼體制在阿貝爾群上的擴展
  2. Theorem 4. 5 if locally soluble group g is c * ( w ) - group, then the chief factor of g is elementary abelian

    5若局部可解群g是c卜群，則g的主因子是初等阿貝爾的
  3. Theorem 3. 3 if g is c ( p ) - group and p is an odd prime, then the derived subgroup of g is elementary abelian p - group

    定理3 3若g是…群且屍是奇素數，則g 』是初等阿貝爾p群
  4. Theorem 3. 9 if g is locally finite p - group and c * ( p ) - group, then the nilpotent class of g is at most 3 and the derived subgroup of g is elementary abelian p - group

    定理39若局部有限屍群g是c 「卜群，則g的類最多為3且g 』是初等阿貝爾p群
  5. Theorem 2. 4 let g be a non - abelian inner - finite group, each non - trivial proper subgroup of g is prime order cyclic group if and only if g is a simple group ; each proper subgroup of g is nilpotent ; and each non - trivial subgroup of g is self - normalizer

    4設g是非阿貝爾的內有限群，則g的每個非平凡真子群都是素數階循環群的充分必要條件是g是單群， g的每個真子群冪零且g的每個非平凡的真子群自正規化定理2
  6. Bowing under the weight of twenty - four years reminiscences, he thought not of albert, of beauchamp, of chateau - renaud, or of any of that group ; but he thought of that courageous woman who had come to plead for her son s life, to whom he had offered his, and who had now saved it by the revelation of a dreadful family secret, capable of destroying forever in that young man s heart every feeling of filial piety

    在二十四年回憶的重壓之下，他沒有想到阿爾貝波尚夏多勒諾，或那群人裏面的任何一個但他想了那個勇敢的女人那個女人曾來乞求他放過她兒子，他用自己的生命獻給了她，而她現在則又以吐露一個家庭秘密來拯救了他。這個青年人心裏的那片孝心可能因此就全部毀滅了，作為代價。
  7. As the religious ceremonies had all been performed at the door, and there was no address given, the party all separated ; chateau - renaud, albert, and morrel, went one way, and debray and beauchamp the other

    宗教的儀式都已在墓前舉行，而且也沒有舉行什麼演講，所以送葬的人群很快就散了開夏多勒諾阿爾貝和莫雷爾走一條路，德布雷和波尚走另外一條路。
  8. In some finiteness conditions, we prove that there exists a natural abelian group homomorphism from the grothendieck group of r to the grothendieck group of a. in particular, the homomorphism is splitting if p is quasi - n - tilting

    在適當的有限性條件下，我們證明了一個從r的grothendieck群到a的orothendieck群的自然的阿貝爾群同態。
  9. Theorem 2. 5 let g be an infinite simple group that satisfies maximal condition. g is an inner - finite group and each non - trivial proper subgroup of g is abelian if and only if for each x in g, cg ( x ) is the only maximal subgroup that contain x. s * ( a *, c * ) - groups can be regarded as a generalizations of dedekind groups, since all of dedekind groups are s * ( a *, c * ) - groups

    5設g是滿足極大條件的無限單群，則g是內有限群，而且g的每個非平凡真子群是阿貝爾群的充分必要條件是對g的任意非平凡元x ，有c _ g （ x ）是g的含x的唯一極大子群且c _ g （ x ）是有限的。
  10. In this paper, at first we study the inner - finite core - finite group in section 2. by investigating the inner - finite infinite simple groups, we have proved : theorem 2. 2 let g be a non - abelian inner - finite group and g = < a, b >. if one of a and b is an involution, then g is not a simple group

    2設g是由a和b兩元生成的非阿貝爾的內有限群，若a和b兩元中有對合，則z （ g ）含對合，因而g非單群；而且g不是內阿貝爾的。
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