期刊：
Applied Mathematics and Computation,1996年75(2-3):103-115 ISSN：0096-3003
通讯作者：
Liao, XX
作者机构：
[Li, J] Department of Mathematical Sciences, University of Alabama in Huntsville, Huntsville, AL 35899, United States;[Liao, XX] Department of Mathematics, Huazhong Normal University, Wuhan, Hubei, China
通讯机构：
[Liao, XX ] ;HUAZHONG NORMAL UNIV,DEPT MATH,WUHAN,HUBEI,PEOPLES R CHINA.
关键词：
Global stability;Sufficient conditions;Matrices
期刊：
PROCEEDINGS OF THE ROYAL SOCIETY OF EDINBURGH SECTION A-MATHEMATICS,1996年126(4):719-724 ISSN：0308-2105
通讯作者：
Zhu, CJ
作者机构：
[Zhu, CJ] Department of Mathematics, Central China Normal University, Wuhan 430070, P.R. China
通讯机构：
[Zhu, CJ] C;CENT CHINA NORMAL UNIV,DEPT MATH,WUHAN 430070,PEOPLES R CHINA.
摘要：
In this paper we prove the global existence of the solutions of the Riemann problem for a class of 2 × 2 hyperbolic conservation laws, which is neither necessarily strictly hyperbolic nor necessarily genuinely nonlinear.
摘要：
In this paper we prove that for any prime power q equivalent to 3 (mod 8) there exist 4 - {q(2); k, k, k, k; lambda} supplementary difference sets (SDSs) with k = q(q - 1)/2, lambda 4k - q(2), and Hadamard matrices of order 4q(2), and give several constructions of these SDSs. Moreover, combining the results of reference [1], we conclude that for any prime p equivalent to 3 (mod 8) and integer r greater than or equal to 1 there exists an Hadamard matrix of order 4p(2r).
期刊：
Journal of Computational and Applied Mathematics,1996年69(2):367-377 ISSN：0377-0427
通讯作者：
Li, J.-L.
作者机构：
[Li, JL] UNIV WITWATERSRAND,DEPT MATH,WITWATERSRAND 2050,SOUTH AFRICA.;[Li, JL] CENT CHINA NORMAL UNIV,DEPT MATH,WUHAN 4300
通讯机构：
Department of Mathematics, Central China Normal University, China
关键词：
quasi-regular c-fraction;order of meromorphic function
摘要：
We investigate the growth of the meromorphic function defined by [GRAPHICS] where a(i) are complex numbers, a(i) not equal 0, \a(i)\ greater than or equal to \a(i+1)\(i = 1,2, ...) and lim(1-->infinity) a(i) = 0. b is a complex number.
作者机构：
CENT CHINA NORMAL UNIV,DEPT MATH,WUHAN 430070,PEOPLES R CHINA.;WUHAN UNIV TECHNOL,DEPT MATH & PHYS,WUHAN 430070,PEOPLES R CHINA.;[Yu, XP] 华中师范大学数学系;[Jian, M] 武汉工业大学数学物理系
摘要：
In this paper, it is proved that if A is a normal proper contraction on Hilbert space H and F(z) = U(z) + iV(z) is operator-valued analytic on the unit disc Delta and 0 < p < 1, then parallel to F(A)parallel to(p) less than or equal to parallel to F(0)parallel to(p) + C-p (1 - parallel to A parallel to)(-2) [GRAPHICS]
通讯机构：
[HU, XY ] ;CENT CHINA NORMAL UNIV,DEPT MATH,WUHAN 430070,PEOPLES R CHINA.
关键词：
RANDOM;CANTOR;set;SUBORDINATOR;stable;process;HAUSDORFF;MEASURE;FUNCTION;packing;MEASURE;function.;RANDOM CANTOR SET;SUBORDINATOR;STABLE PROCESS;HAUSDORFF MEASURE FUNCTION;PACKING MEASURE FUNCTION
摘要：
Let （Ω, F, P）=（[0, 1], [0, 1], μ）<sup>N</sup> （μ is the Lebesque measure, N={1, 2,…}）.{X<sub>n</sub>}<sub>n=1</sub><sup>∞</sup> are independent random variables on （Ω, F, P） with X<sub>n</sub>（ω）=ω<sub>n</sub>, where ω=（ω<sub>1</sub>, ω<sub>2</sub>,…）. The {X<sub>n</sub>}<sub>n=1</sub><sup>∞</sup> are almost surely distinct. Thus to almost all sample points ω there is a random partial order 【 of the integers given by
期刊：
Journal of Mathematical Analysis and Applications,1995年189(3):617-630 ISSN：0022-247X
通讯作者：
WANG, XJ
作者机构：
HUAZHONG NORMAL UNIV,DEPT MATH,WUHAN 430070,PEOPLES R CHINA.;ZHEJIANG UNIV,INST MATH,HANGZHOU,PEOPLES R CHINA.;[WANG, XJ] ZHEJIANG UNIV,DEPT MATH,HANGZHOU,PEOPLES R CHINA.
通讯机构：
[WANG, XJ] Z;ZHEJIANG UNIV,DEPT MATH,HANGZHOU,PEOPLES R CHINA.
关键词：
Positive solutions
摘要：
In this paper, by means of a priori estimates and topological degree theory, we prove the existence of two or more solutions to nonlinear elliptic equations of nondivergence form. (C) 1995 Academic Press, Inc. [References: 9]
作者机构：
[KONG, QK; LIAO, XX] HUAZHONG NORMAL UNIV,DEPT MATH,WUHAN 430070,PEOPLES R CHINA.;[KONG, QK] NO ILLINOIS UNIV,DEPT MATH SCI,DE KALB,IL 60115, USA.
通讯机构：
[KONG, QK] N;NO ILLINOIS UNIV,DEPT MATH SCI,DE KALB,IL 60115, USA.
摘要：
This paper deals with a problem proposed by H. Brezis on the existence of positive solutions to the equation DELTAu + u((n+2)/(n-2)) + f(x, u) = 0 under the Neumann boundary condition D(gamma)u = u((n/(n-2)), where f(x,u) is a lower order perturbation of u((n+2)/n-2)) at infinity.
