congruence 中文意思是什麼

congruence 解釋
n. 名詞 1. 適合，和諧，【語法】一致。
2. 【數學】疊合，相合，全等；同余（式）（線）匯。

  1. Good congruence lattice on a kind of abundant semigroups

    一類富足半群的好同余格
  2. Filters and congruence relations of implication lattices

    蘊涵格的濾子及同余關系
  3. Fuzzy ideals and fuzzy congruence relations on a semigroup

    半群的模糊理想和模糊同余
  4. Homomorphism and congruence relation on power lattices

    冪格的同態與同余關系
  5. Fuzzy congruence pairs of the completely regular semigroup

    完全正則半群的模糊同余對
  6. Hitchcock found a surprising degree of congruence between the personal and societal values of northeast asians and southeast asians

    希治閣意外地發現東北亞洲人和東南亞州人在個人和社會價值觀方面，有相當大的共同點。
  7. In this thesis. we give some characterizations of two special e - inversive semigroups and characterize strong congruences on both of them. in the first part. lets be an. e - invcrsivc - semigroup. we define a strong congruence on s. then describe it in terms of its kernels and traces

    全文共分五節：在第一節中，給出e -反演e -半群s的概念，定義s上的強同余，用「核跡方法」給以刻畫。
  8. Definition 1 let s be e - inversive semigroup. then s is called a weak r - uuipotent e - iiiversivc semigroup if it satisfies t he following definition 2 let p he a congruence on s ( r ). thei ) p is a r - congruence if it satisfies the following main result 3 then t is the maximum idempotent separating r - congruence on a weak r -

    接著給出s田）上的最大的冪等元分離r同余的一個刻畫，介紹r正則、 r正規子集的概念最後給出s叮）上的冪等元分離r同余格的一個刻畫
  9. We describe the strong congruences on s in terms of their kernels and traces. a semigroup 5 is called an e - inversive e - congruate semigroup, if s is e - inversive semigroup and for each c ? s. c " ? w ( c ). ce ( s ) c '. c ' e ( s ) c c e ( s ). a congruence on 5 is called a strong congruence, if ( i ) va. be s. apb = > vg " ? v ( a ). vb " ? v ( b }

    ，叫為s的一個強同余對，且t二h （ ； r ， 11e ， ， ） ?在第五節中，引入了e一反演e共軛半群s的核正規系的概念，用核正規系的方法刻畫s上的強同余
  10. Congruence relation and quotient group

    同余關系與商群
  11. We also describe the group congruence class by the subset tu, and we show that tvp = ropot, where p is a congruence and r is a group congruence of s. we describe some properties of a unitary and dense e - semigroup

    還指出：半群s的任意同余p與它的群同余，的並， v廠一n嚴認文章還使某些結論在酉的稠密e半群中得到體現並進一步簡化
  12. Gomes described the r - unipotent congruence on a regular semigroup s by means of its kernal and hyper - trace. in this paper, we describe the r - semiprime r - unipotent congruence and the r - semiprime e - left normal congruence on a strong - regular semigroup

    Gomes利用同余的核與超跡描述了正則半群上的r -冪同余，但在更廣義的半群上還沒有這方面的討論。
  13. In the first part. firstly we introduce a new class of semigroup s called r - unipotent e - inversive seniigroup. serondly we describe the strong congruences on s in terms of their kernels and traces. ve prove that a strong congruence on s can present a strong congruence pair : conversely. a strong congruence pair on s can determine a strong congruence

    接著用「核-跡」方法研究s上的強同余，即證明s上的任一強同余，可以決定s的一個強同余對，反之s的任一強同余對，可以決定s上的一個強同余。
  14. And gave priority to the eular - bernonulli beam model, the simply and convenient analytical resolution for the response of the pipelines under dynamical traffic loads through the impulse function and the congruence method of the vibration form and so on. during the analysis of the chanmical results of the pipelines, the randomicity of the output of the pipelines response was taken into accout. so the stochastic process method was applied to describe the probability characters of the pipelines response, which made the results truer, more veracious

    本文採用eular - bernonulli梁模型和tomosimko梁模型對動力下kelvin粘彈性地基中管道固有振動性狀進行了分析，提出了各力學結果描述的解析式；並以eular - bernonulli梁模型為主，基於脈沖函數、振型迭加法等對管道在動力交通荷載作用下的管道響應問題提出簡單便捷的解析演算法；在管道受力結果的分析中，考慮管道響應輸出的隨機性，將管道響應用隨機過程來描述其概率特徵，使得結果描述更加真實準確。
  15. Error - detecting codes ; ring of congruence classes ; probabilities detected of errors

    檢錯編碼剩餘類環檢錯概率
  16. Finally, we show that is a semilattice of groups congru - ence if and only if ( na ) u is a seminormal subsemigroup on 5, where pna is a group congruence on the semilattice congruence class sa of 5

    在這一章的最後文章緒出了半群s上的半格同燃so上的群同余pno的並i 』 upe成為s上的群的半格同余的充分必要條件為u （ na切oeyoey是s的半正規子半群
  17. The solution of systems of congruence expressions of first degree by matrix

    一次同余式組的矩陣解法
  18. Congruence modular ideal

    模理想同余
  19. Congruence of fiqures

    圖形的全等
  20. Congruence ideals and congruence relations of pseudocomplemented distributive lattice

    偽補分配格的同余理想與同余關系
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