The Generalization of the Chinese Remainder Theorem
The Generalization of the Chinese Remainder Theorem
摘要
We generalize the Chinese Remainder Theorem. use it to study number theory models, compare and analyse several number theory theorems in non-standard number theory models.
We generalize the Chinese Remainder Theorem. use it to study number theory models, compare and analyse several number theory theorems in non-standard number theory models.
参考文献7
-
1罗里波.多个一元关系上的VAUGHT猜想[J].数学学报（中文版）,1998,41(3):617-622. 被引量：1
-
2Luo Libo (Department of Mathematics,Beijing Normal University,Beijing 100875,China).Vaught's Conjecture on Unitary Relations[J].Acta Mathematica Sinica,English Series,1998,14(2):277-284. 被引量：2
-
3Chang C C,Keisler H J.Model Theory[]..1990
-
4G. Takeuti,W. M. Zaring.Introduction to Axiomatic Set Theory[]..1982
-
5Ireland,K.,Rosen,M. A Classical Introduction to modern Number Theory . 1972
-
6Morley,M. D.The number of countable models[].Journal of Symbolic Logic.1970
-
7Schmerl,J. H.Substructure Lattices of Models of Peano Arithmatic[].Logic Colloquim’’.
二级参考文献2
-
1Chang C C，Model Theory，1990年
-
2罗里波，J Symb Logic，1983年，48卷，539页
-
1朱若卫,于涛.有限秩Toeplitz算子的(半)换位子[J].应用泛函分析学报,2010,12(2):160-163.
-
2杨义群.THE REMAINDER REPRESENTA-TION OF H-B INTERPOLATION[J].Chinese Science Bulletin,1983,28(9).
-
3黄慧珺,宁菊红.Order of Dirichlet Series in the Whole Plane and Remainder Estimation[J].Chinese Quarterly Journal of Mathematics,2015,30(4):515-523. 被引量：2
-
4李红泽.2011国际数论会议[J].国际学术动态,2012(4):57-57.
-
5刘儒勋,周朝晖.THE REMAINDER－EFFECT ANALYSIS OF FINITE DIFFERENCE SCHEMES AND THE APPLICATIONS[J].Applied Mathematics and Mechanics(English Edition),1995,16(1):87-96.
-
6Tianxiao HE,Scott MACDONALD,Peter J.-S.SHIUE.Application of Polynomial Interpolation in the Chinese Remainder Problem[J].Journal of Mathematical Research with Applications,2017,37(1):90-96.
-
7林宗池,林苏榕.SINGULAR PERTURBATION OF NONLIINEAR ROBIN BOUNDARY VALUE PROBLEM WITH BOUNDARY PERTURBATION[J].Chinese Science Bulletin,1988,33(16):1326-1331.
-
8张爱丽,刘秀峰,靳蕃.Chinese Remainder Codes[J].Journal of Southwest Jiaotong University(English Edition),2004,12(1):73-78.
-
9黄蔚章.THE ESTIMATION OF SOLUTION OF THE BOUNDARY VALUE PROBLEM OF THE SYSTEMS FOR QUASI-LINEAR ORDINARY DIFFERENTIAL EQUATIONS[J].Applied Mathematics and Mechanics(English Edition),1992,13(8):745-754.
-
10刘永平.APPROXIMATION OF SMOOTH FUNCTIONSBY POLYHARMONIC CARDINAL SPLINESIN L_p(R^n) SPACE[J].Acta Mathematicae Applicatae Sinica,1998,14(2):157-164. 被引量：4
