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- Urysohn lemma on L-closure spaces is valid. 證明了關(guān)于L-閉包空間的Urysohn引理。
- Apex of lemma with 3-forked appendage. 外稃具3分叉的附屬物的先端。
- We shall prove the following ungainly technical lemma. 我們來(lái)證明下面的冗長(cháng)的技術(shù)性的引理。
- In grasses, the lemma, palea, and the flower they enclose. 禾本植物的外稃、內稃及它們包被的花。
- The florets of mutant showed degenerated lemma and palea. 小穗頂端的穎花經(jīng)常不能成熟，表現為穎花始終泛白，不能轉綠，因此該突變也影響花序分生組織的發(fā)育。
- Palea equaling lemma, ciliate along keels, apex acuminate. 芒約2毫米內稃等于外稃，沿著(zhù)龍骨，先端漸尖纖毛。
- Where's all my soul brothers? Lemma hear ya'll flow brothers. 我的魂兒到哪里去了，哥們兒？讓我聽(tīng)到你們的聲浪，哥們兒
- Glumes and lemma glabrous, rarely laxly spinescent hairy. 穎片和外稃無(wú)毛，很少稀松的有毛。
- Sperner's lemma concerns the decomposition of a simplex into smaller simplices. 斯波納引理涉及到把一個(gè)單純形分解為較小的單純形的問(wèn)題。
- Note that this proof uses the strong version of the ArtinRees lemma. 請注意這個(gè)證明使用了ArtinRees引理的強形式。
- The authors arrange and relate Schur lemma of Lie superalgebras deta. 整理、敘述了李超代數中的Schur引理,并給出了嚴格證明。
- The concept of a Borel n-subalgebra,and two propositions related to it has been given,too. 給出了Borel n-李代數的概念及其性質(zhì)。
- It is given a geometrical proof of an essential combinatorial lemma of Liao. 給出廖山濤一個(gè)關(guān)鍵的組合引理一個(gè)幾何式的證明。
- In this thesis, we mainly consider Cauchy-Stieltjes integral of a complex Borel measure on the unit circle. 在這篇文章中,我們主要考慮單位圓周上的復Borel測度的Cauchy-Stieltjes積分。
- In this note,we give a more simple proof for q even by using Burnside lemma. 本文利用Burnside引理對q為偶數時(shí)給出一個(gè)更簡(jiǎn)單的證明.
- These functions are set-valued functions and have the similar properties with Borel measure u. 第二章中，我們給出了序列拓撲壓的定義與性質(zhì)。
- In the induction of Borel measure,we always discuss the relative between content and measure. 在正則測度生成的過(guò)程中,有關(guān)容度和測度的關(guān)系是經(jīng)典測度論中的一個(gè)比較重要的命題。
- Panicle dense, cylindrical; branches stout, short. Lower lemma densely ciliate. 圓錐花序緊密，圓筒狀；分枝結實(shí)，短。濃密的更低的外稃具緣毛。
- We shall deduce the result from a lemma about Euler trails in directed multigraphs. 我們用一個(gè)關(guān)于有向重圖中尤拉跡的引理來(lái)證明這個(gè)定理。
- In this paper we study the derivative of a set. function in respect to a given Borel measure and the Lebesgue-Stieltjes integral of the resulting derivative. 正>本文研究集函數關(guān)于一個(gè)測度的導函數,以及這個(gè)導函數的積分。
