In this paper, we define the $f$-weighted Laplacian matrix for random graphs in the Erd$\\ddot{o}$s-R$\\acute{e}$nyi random graph model $\\mathcal{G}_{n, p}$, where $p\\in (0, 1)$ is fixed. Four weighted Laplacian type energies: the weighted Laplacian energy $\\mathscr{...
1) P-Laplacian type equation p-Laplace型方程 2) pⅨ pⅨ 1. Construction of a new phagemid for phage display using phage coat proteinpⅨand its primary evaluation; 新型pⅨ噬菌体展示系统的建立及初步评价 3) P) P) 4) PⅣ PⅣ 1. ...
说来laplacian新作是写春梦的,春梦这玩意说实话我还挺烦的,一是在记忆里梦里不管捅多久都完不了事,有时候还会被自己“累”醒;二是醒来我都不记得春梦的对象长什么样什么身材,只记得自己没完事了,就很气。 û收藏 4 评论 ñ3 评论 o p 同时转发到我的微博 按热度 按时间 正在...
Weak solutions and blow-up for wave equations of p-Laplacian type with supercritical sources. P. Pei, M. A. Rammaha, and D. Toundykov. Weak solutions and blow-up for wave equations of p-Laplacian type with supercritical sources. J. Math... Pei,Pei,Rammaha,... - 《Journal of Mathem...
This relation is modeled by a p -Laplacian type equation for the electrostatic potential ϕ. We prove the existence of weak solutions of this system of PDEs under mixed boundary conditions for ϕ, and a Robin boundary condition and an initial condition for the temperature u .关键词:...
He compares the eigenvalues of the BL Laplacian with those of the Laplacian defined by the Riemannian background metric. 展开 关键词: Eigenvalue estimates for the Laplacian on Finsler spaces of Randers type, Artículo DOI: 10.1515/GMJ.2011.0002 被引量: 2 年份: 2011 ...
Y.A1 Zhang, GenkaiT1 Fundamental Solutions of Kohn Sub-Laplacians on Anisotropic Heisenberg Groups and H-type GroupsYR 2011JF Canadian Mathematical Bulletin - Bulletin Canadien De MathematiquesSN 0008-4395VO 54IS 1SP 126OP 140AB We prove that the fundamental solutions of Kohn sub-Laplacians ...
We prove vanishing theorems for the kernel of the Sampson Laplacian, acting on symmetric tensors on a Riemannian manifold and estimate its first eigenvalue on negatively pinched Riemannian manifolds. Some applications of these results to conformal Killing tensors are presented. 阅读PDF 0 被引用 · ...
S A, Kolmogorov-type inequalities for norms of Riesz derivatives of functions of several variables with Laplacian bounded in L∞ and related problems, Math... VF Babenko,NV Parfinovich,SA Pichugov - 《Mathematical Notes》 被引量: 5发表: 2014年 Kolmogorov-type inequalities for the norms of Ri...
We show that eigenvalues of the Robin Laplacian with a positive boundary parameter $\alpha$ on rectangles and unions of rectangtes satisfy P\'{o}lya-type inequalities, albeit with an exponent smaller than that of the corresponding Weyl asympotics for a fixed domain. We determine the optimal ex...