基本解释：阿贝尔积分方程
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From Joseph Fraunhofer to Ernst Abbe on the Role of Innovative Talent;从夫琅和费和阿贝看创新人才的作用
The results indicated a set of high refractive index glasses could be obtained by introduction of BaO and TiO_2,and the density,refractive index,Abbe number and transmission of the glass with various BaO/TiO_2 ratio based on the content of SiO_2 in 15%,12%,10%(in mass) were measured respectively.测试玻璃的密度、折射率、阿贝数和紫外到红外波段的透过率等物化性质,研究密度和折射率与组成的关系及影响阿贝数、透过率大小的因素。
Pharmacology and clinical study of abatacept in the treatment of rheumatoid arthritis;阿贝西普的(yào)理作用与临床研究
Let G be a finite Abelian group,an ideal in the grouping Zpr is called an Abelian code over Zpr.设G为有限阿贝尔群,群环Zpr[G]中的理想称为Zpr上的阿贝尔码。
The security~ of these cryptosystems is based on the dificulty in solving descrete logarithms with Abelian group.本文讨论了一些公钥密码体制 (ElGamal加密与解密算法、Diffie -Hellman密钥交换方案和Shamir协议 )在阿贝尔群上的扩展 ,它们的安全性均建立在阿贝尔群上离散对数求解困难性的基础之
The ellipse rotating symmetric group is proposed,which is an Abelian group.提出椭圆旋转对称群,它是一个单参数阿贝尔群。
The AFM head is mounted without Abbe error in the X and Y directions.原子力测头的布置在X、Y方向无阿贝误差。
Theorial study and calculation show that Abbe error can be decreased to almost zero by use of the structure and it can meet the demand of nano-platform.经理论研究计算,能实现近零阿贝误差,满足微纳米级定位平台的要求。
Infrared Abelization of Yang-Mills Theory via Abelian Higgs Variables;基于阿贝尔黑格斯变量的杨-米尔斯理论的红外阿贝尔化BES合作组(英文)
Non-trivial,self-dual abelian codes of length n where n is odd over Z_4 exist if and only if n is either divisible by a prime r≡-1(mod 8),or a prime r≡1(mod 8) where ord_r (2)is odd,or a prime p and a prime q where ord_p(2)=2~li,ord_q(2)=2~lj,l≥ 1,i is odd,j is even.Z4上n(n为奇数)长非平凡的自偶阿贝尔码存在当且仅当n含如下因子:素数r≡-1(mod 8);或者素数r≡1(mod 8),且ordr(2)为奇数;或者素数p和q,且ordp(2)=2li,ordq(2)=2lj,l≥1,i为奇数,j为偶数。
Let G be a finite Abelian group,an ideal in the groupring Z_(p~r)[G] is called an Abelian code over Z_(p~r), where Z_(p~r) is the ring of integers modulo p~r.设G为有限阿贝尔群, 群环Zp[G]中的理想称为Zpr 上的阿贝尔码, 其中Zpr 为模pr 剩余类环。
Rushanan(1991) generalized them to duadic abelian codes and Zhu(1996) further generalized them to duadic group algebra codes.它是由Leon等人(1984)作为二元域上二次剩余码的推广而提出的;Rushanan(1991)把它推广到duadic阿贝尔码;朱烈(1996)进一步推广到duadic群代数码。
