L-convexity L-convex functions and M-convex functionsL-convexityM-convexity L-convex functions and M-convex functionsM-convexitydiscrete convex analysis L-convex functions and M-convex functionsdiscrete convex
As a consequence of (M-EXC)( the e)ective domain of an M-convex function f lies on a hyperplane {x∈RV|x(V)=r} for some integer r, and accordingly,we may consider the projection of f along a coordinate axis.This means that, instead of the function f in n=|V|variables,we may...
A convex function f : [a, b] → R is also defined by the Hermite– Hadamard inequality stated as follows: f a+b ≤ 1 b f (t) dt ≤ f (a) + f (b) . 2 b–a a 2 We recall the definition of refined (α, h – m)-convex function as follows. Definition 1 ([25]) Let...
关键词: Hermite-Hadamard's inequality α m)-convex function Integral inequality 被引量: 1 年份: 2012 收藏 引用 批量引用 报错 分享 全部来源 求助全文 知网 来源期刊 Journal of Inner Mongolia University for Nationalities(Natural Sciences) 2012-06 研究点推荐 Hermite-hadamard type inequatlity ...
关键词: Discrete optimization Matroid Base polyhedron Quadratic function DOI: 10.1016/j.aam.2003.11.001 被引量: 22 年份: 2004 收藏 引用 批量引用 报错 分享 全部来源 免费下载 求助全文 全文购买 Elsevier (全网免费下载) Elsevier (全网免费下载) Elsevier Ingenta dx.doi.org 查看更多 ...
Polygons are described as almost-convex if their perimeter differs from the perimeter of their minimum bounding rectangle by twice their ‘concavity index’, m. Such polygons are called m-convex polygons. We first use the inclusion–exclusion principle to rederive the known generating function for...
Also, in the m-hyperconvex domain, we prove that if the boundary value function can be continuously extended to a m-subharmonic function on 惟, then the same complex equation is solvable.doi:10.1080/17476933.2018.1551888Manar BouhssinaTaylor and Francis GroupComplex Variables and Elliptic Equations...
Fixed point theory of multifunctions in topological vector spaces, II J. Korean Math. Soc., 30 (1993), pp. 413-431 Google Scholar 62 S. Park Fixed points of acyclic maps on topological vector spaces V. Lakshimikantham (Ed.), Proc. of 1st World Contress of Nonlinear Analysts, 1992, ...
Minimization of peak time-domain response in filter design works with the autocorrelation function whose Fourier transform is This can be written equivalently in terms of and : For Assign where . Because the denominator is positive for any , a constraint , for example, may concern itself only ...
The find_concave_vertices and find_concave_vertices functions take a polygon, an angle_threshold as the minimum angle above which a vertex is in a concave/convex location and a filter type that determines if the function outputs all point above the angle threshold or will attempt to locate the...