杂志简介:《数学学报》杂志经新闻出版总署批准,自1936年创刊,国内刊号为11-2038/O1,是一本综合性较强的科学期刊。该刊是一份双月刊,致力于发表科学领域的高质量原创研究成果、综述及快报。主要栏目:研究报告、文献综述、简报、专题研究
作者:Samir; H.SAKER; Donal; O’REGAN; Ravi; P.AGARWAL 刊期:2008年第09期
<正> By employing the generalized Riccati transformation technique,we will establish some newoscillation criteria and study the asymptotic behavior of the nonoscillatory solutions of the second-ordernonlinear neutral delay dynamic equation[r(t)[y(t)+p(t)y(■(t))]~Δ]~Δ+q(t)f(y((δ(t)))=0on a time scale■.The resu...
作者:An; Min; Li; and; Guo; Song; Zhao 刊期:2008年第09期
<正> In this paper we define the concept of projective Blaschke manifolds and extend the theoryof equiaffine differential geometry to the projective Blaschke manifolds.
作者:Yong; Ding; Sen; Hua; Lan; Shan; Zhen; Lu 刊期:2008年第09期
<正> In this paper,a class of anisotropic Herz-type Hardy spaces associated with a non-isotropicdilation on■are introduced,and the central atomic and molecular decomposition characterizationsof those spaces are established.As some applications of the decomposition theory,the authors studythe interpolation prob...
作者:Ming; Xue; Liu 刊期:2008年第09期
<正>In this paper, we prove that every operator in a class of contraction operators on a Banach space whose spectrum contains the unit circle has a nontrivial hyperinvariant subspace.
作者:Zhan; Feng; Wang; Yao; Hua; Wu; and; Lin; Cheng; Zhao 刊期:2008年第09期
作者:Yong-Kab; CHOI; Mikls; CSRG 刊期:2008年第09期
作者:Xiu; Gui; Liu; and; Xiang; Jun; Wang 刊期:2008年第09期
作者:Ming; Yu; Chen 刊期:2008年第09期
<正> In this paper,we give a complete picture of the blow-up criteria for weak solutions of theDirichlet problem of some doubly degenerate nonlinear parabolic equations.
作者:Dong; Nan; Wei; Wu; Jin; Ling; Long; Yu; Mei; Ma; and; Lin; Jun; Sun 刊期:2008年第09期
作者:Genaro; LOPEZ 刊期:2008年第09期
<正> This paper is concerned with the problem of best weighted simultaneous approximationsto totally bounded sequences in Banaeh spaces.Characterization results from convex sets in Banachspaces are established under the assumotion that the Banach soace is uniformly smooth.
作者:Ke; Ying; Chen; and; Ai; Nong; Fang 刊期:2008年第09期
<正> By applying the theory of quasiconformal maps in measure metric spaces that was intro-duced by Heinonen Koskela,we characterize bi-Lipschitz maps by modulus inequalities of rings andmaximal,minimal derivatives in Q-regular Loewner spaces.Meanwhile the sufficient and necessaryconditions for quasiconformal m...
作者:Yi; Rong; Liu; Ji; Bin; Li 刊期:2008年第09期
<正> This paper considers the problems of determining center or focus and isochronous centersfor the planar quasi-analytic systems.Two recursive formulas to determine the focal values and periodconstants are given.The convergence of first integral near the center is proved.Using the generalresults to quasi-quad...