| 1. | In the fourth part . let s be an e - inversive e - conjugate semigroup
反之，如果，为s上的一个强同余，那么（丞， 。 |
| 2. | A preliminary analysis of inversive responsibility to give evidences for infringement in medical disputes
浅析医疗事故侵权举证责任倒置 |
| 3. | In the third part , firstly we introduce a new class of semigroup s ( p ) called e - inversive p - scmigronp
巨之， s的任一核正规系，可以决定s上的一个强同余 |
| 4. | Definition 1 let s be an e - inversive semigroup and e ( s ) the set of idem - potent of s . let p c e ( s )
反之，设p是s上的强同余， a是p的核则a是s的核正规系且尸。 |
| 5. | In this paper . cm the basis of the concept , of regular semigroup . we study e - inversive semigroups . the paper is divided into four parts
本文在正则半群的基础上研究e -反演半群。全文共分四节。 |
| 6. | 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
全文共分五节：在第一节中，给出e -反演e -半群s的概念，定义s上的强同余，用“核迹方法”给以刻画。 |
| 7. | P ) is called an e - inversive p - semigroup if it satisfies the following main result 2 let be a normal partition of p . then x s ( p ) : for any a ? / then there exist and b " ? u " ( 6 ) such that a ' paa . b ' pab c p3 and apaa "
接着用“核迹”方法研究s仔）上的强p同余，即证明s尸）上的任一强p同余，可以决定s尸）的一个强p同余对，反之s的任一强p同余对，可以决定s （ p ）上的一个强p同余 |
| 8. | This paper concerns with almost all kinds of generators such as the linear , nonlinear and inversive congruential methods , fibonacci and tausworthe sequences , add - with - carry and subtract - with - borrow methods , multiple prime generator and chaotic mapping
目前国际上关于随机数有很多热门的理论和方法，除了传统的线性同余法，还有非线性同余法、 fibonacci 、 tausworthe序列、进位加?借位减发生器法等。 |
| 9. | 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 -
接着给出s田）上的最大的幂等元分离r同余的一个刻画，介绍r正则、 r正规子集的概念最后给出s叮）上的幂等元分离r同余格的一个刻画 |
| 10. | 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 }
，叫为s的一个强同余对，且t二h （ ； r ， 11e ， ， ） ?在第五节中，引入了e一反演e共轭半群s的核正规系的概念，用核正规系的方法刻画s上的强同余 |
