regular algebra 中文意思是什麼
regular algebra
解釋
正則代數-
For the regular curves, we find two killing fields for the purpose of integrating the structural equations of the p - elastic curves and express the p - elastica by quadratures in a system of cylindrical coordinates. for the star - like affine curves, we solve the euler - lagrange equation by quadratures and reduced the higher order structure equation to a first order linear system by using killing field and the classification of linear lie algebra sl ( 2, r ), sl ( 3, r ) and sl ( 4, r ). we solve the centroaffine p - elastica completely by quadratures
對于正則曲線的情形，我們發現了兩個用於求解p -彈性曲線的結構方程的killing向量場並用積分將p -彈性曲線在一個柱面坐標系中表示出來，而對仿射星形曲線的情形，我們用積分方法解出了歐拉-拉格朗日方程，利用killing向量場及線性李代數s1 （ 2 ， r ） 、 s1 （ 3 ， r ）和s1 （ 4 ， r ）的分類將高階結構方程降為一階線性方程，因此我們用積分完全解出了中心仿射p -彈性曲線。 -
Regular function algebra
正則函數代數 -
Then the relation of regular operators, bounded operators and linear operators on banach lattices are given, that is lr ( e, f ) lb ( e, f ) l ( e, f ) ; order dual, operator dual and algebra dual are related, i. e. e " c e * c e #
然後給出banach格空問上正則運算元，有界運算元和線性運算元的關系： lve ； f ） of 。 ef ） clp ， f ） ；給出了序對偶，運算元對偶和代數對偶的關系： e 』 ce 」 ce個然後引入賦值映射人證明了j是保格運算的格同態 -
Complemented algebra and the representation theorem for its left regular algebra
可補代數及其左正則代數的表示定理 -
The fem is a method of which transform the partial differential - coefficient equation ' s initial and boundary value issue to ordinary differential - coefficient equation ' s initial and boundary value problem ( after space disperse ) or a set of regular algebra equation
有限元法在數學上是將偏微分方程的初邊值問題劃歸一組常微分方程的初值問題（在空間離散化之後）或一組規則代數方程。 -
Regular open algebra
正則開代數 -
The relations between basic implication algebra and implication algebra are gained when ( x, -, 0 ) is regular. from the view of lattices, some lattice properties of implication algebra and the conditions when a implication algebra is a lattice are found. 2
特別是在正則條件的情形下，得到了基礎蘊涵代數與蘊涵代數之間的關系，並從格的角度給出了偏序集上蘊涵代數的某些格的性質以及使其成為格的一些條件。 -
Abstract : in this paper, we introduce notions of regular ideals of a pseudocomplemented ms - algebra ( pms - algebra, for short ) and study their elementary properies. we obtain some important results
文摘:本文提出偽補ms -代數（簡稱pms -代數）中正則理想，正則同余關系等概念.研究正則理想與核理想， 0 -理想之間的關系，討論正則同余關系的性質，得到若干結果 -
The concept of basic implication algebra and implication algebra on a partial ordered set are obtained by studying the conditions which the implicative operator in a logic system should be satisfied. then the basic properties with different conditions and the characterizes of implication algebra are given. the iff conditions of a ( basic ) implication algebra to be regular are discussed
基於對邏輯系統中蘊涵運算元應滿足條件的分析，引進了偏序集上基礎蘊涵代數和偏序集上蘊涵代數的概念，得到了其在不同條件下的基本性質，給出了（基礎）蘊涵代數的特徵刻畫，以及偏序集上（基礎）蘊涵代數成為正則的充分必要條件。
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