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Let be a log-concave function and for z∈Rn, define
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R. Balasubramanian D.J. Prabhakaran 《Journal of Mathematical Analysis and Applications》2004,293(1):355-373
For β<1, let denote the class of all normalized analytic functions f such that
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Yossi Lonke 《Advances in Mathematics》2003,176(2):175-186
The Lp-cosine transform of an even, continuous function is defined by
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Isabella Fabbri 《Journal of Mathematical Analysis and Applications》2010,369(1):179-187
Given Ω a smooth bounded domain of Rn, n?3, we consider functions that are weak solutions to the equation
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Thomas Stoll 《Journal of Number Theory》2008,128(5):1157-1181
We characterize decomposition over C of polynomials defined by the generalized Dickson-type recursive relation (n?1)
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Yasuhito Miyamoto 《Journal of Differential Equations》2010,249(8):1853-1870
Let (n?3) be a ball, and let f∈C3. We are concerned with the Neumann problem
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Di-Rong Chen 《Journal of Mathematical Analysis and Applications》2006,314(1):335-344
Starting with an initial function ?0, the cascade algorithm generates a sequence by cascade operator Qa defined by
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Liang Zhao 《Nonlinear Analysis: Theory, Methods & Applications》2012,75(1):433-443
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Bryan P. Rynne 《Journal of Number Theory》2003,98(1):1-9
Let M be an m-dimensional, Ck manifold in , for any , and for any τ>0 let
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We show that the absolute numerical index of the space Lp(μ) is (where ). In other words, we prove that
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Bc(G) denotes the cyclic bandwidth of graph G. In this paper, we obtain the maximum cyclic bandwidth of graphs of order p with adding an edge as follows:
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A min-max theorem for complex symmetric matrices 总被引:1,自引:0,他引:1
Jeffrey Danciger 《Linear algebra and its applications》2006,412(1):22-29
We optimize the form Re xtTx to obtain the singular values of a complex symmetric matrix T. We prove that for ,
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Hao Pan 《Journal of Number Theory》2008,128(6):1646-1654
Let e?1 and b?2 be integers. For a positive integer with 0?aj<b, define
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For a simplicial complex X and a field K, let .It is shown that if X,Y are complexes on the same vertex set, then for k?0