b-h product 中文意思是什麼
b-h product
解釋
bh積-
It still remains a question whether the rearrangements of igh come from h / rs cell or the background lymphocytes. in this study, we have detected the igh clonal correlation between the h / rs cells and the background cells, from a new aspect to study the clonality of h / rs cell and its relation with the background cells. the expression of b - cell - specific activator protein ( bsap ) was detected in hl. igh gene rearrangements were analysed by the methods including gene analysis in neoplasms tissue and micropicked cells from paraffin - embedded sections, sequencing to test the pcr product, and in situ pcr
本研究將在以往研究的基礎上，在國內率先把b細胞核反式作用因子? b細胞特異性激活蛋白（ b - cell - specificactivatorprotein ， bsap ）應用於hl的研究，檢測hl的bsap表達，並採用石蠟刮片組織和微切割單細胞的基因分析、測序分析和間接原位pcr等方法，同步觀察分析h rs和背景淋巴細胞的igh基因克隆相關性，從又一個新視角探究chl的腫瘤性h rs細胞克隆性及與背景淋巴細胞的關系。 -
We can give different structures on a tensor product h q to make it a bialgebra or hopf algebra. in [ 1 ] radford constructed a hopf algebra a x h with the smash algebra structure and the smash coproduct coalgebra structure, and pointed out that if a bialgebra b has a hopf subalgebra h and a projection ! : b - - > h, then there must be a subalgebra a of b such that b @ a x h is a bialgebra isomorphism
在張量積hq上可以給出不同的構造，使它成為雙代數或hopf代數， radford在文獻[ 1 ]中構造了以smash積為代數結構，余smash積為余代數結構的hopf代數a h ，並指出若b是雙代數， h是b的子hopf代數，且存在投射： b h （即是雙代數同態，且| _ h = id _ h ） ，則一定存在b的子代數a ，使ba h是雙代數同構。 -
Keeping up with the flourishing expansion of electro - optical industry, h. p. b. develops automotive electronic product by integrating resources over its advantages and techniques in the electro - optical field and successfully put the image sensor module into mass production in 2005, which made h. p. b. as a technically self - supported manufacturer among the optoelectronics field
近年來更掌握光電產業蓬勃發展趨勢，延伸本身既有核心技術之優勢，整合資源，發展汽車電子系統產品，並於2005年順利的導入影像模組量產，成為國內少數以自有技術且量產成功的製造廠商。 -
In section 4, we first show that for two bicomodule algebra a # h and b # h, the cotensor product ( a # h ) h ( b # h ) is still a smash product ( a b ) # h. then we describe the structure on a b and give the corresponding equivalent conditions. in section 5, we will complete the description of the bialgebra structures we have given, and give the equivalent conditions for such bialgebras to be hopf algebras
在第4部分中，我們得出結論：兩個h -雙余模代數a # h和b # h的余張量積（ a # h ） _ h （ b # h ）仍是smash積（ ab ） # h ，並給出了ab應具有的結構及相應的等價條件。在第5部分中我們得出了a # h上雙代數結構的完整描述，並刻劃了這個雙代數結構何時是一個hopf代數。
分享友人