Linear and Nonlinear Analysis

Volume 6, Number 1, 2020

Contents


	Koji Aoyama and Fumiaki Kohsaka Strongly quasinonexpansive mappings, III
	Yousuke Araya Existence theorems of cone saddle-points in set optimization applying nonlinear scalarizations
	Kazuhiro Hishinuma and Hideaki Iiduka Efficiency of inexact fixed point quasiconvex subgradient method
	Mayumi Hojo and Wataru Takahashi A weak convergence theorem for two infinite families of extended generalized hybrid mappings in a Banach space and applications
	Mitsuhiro Hoshino Local behavior of node with extreme value of model function in learning processes of basic self-organizing mapse
	Toshiharu Kawasaki Generalized acute point theorems for generalized pseudocontractions in a Banach space
	Yasunori Kimura, Koichi Nakagawa and Hideyuki Wada Halpern iteration with two kinds of mappings in a complete geodesic space with curvature bounded above
	Atsumasa Kondo and Wataru Takahashi Attractive point, weak and strong convergence theorems for generic 2-generalized hybrid mappings in Hilbert spaces
	Yumei Ma and Lei Li The representation of n-collinearity in n-normed space
	Koichiro Naito Graph Riemann hypothesis and Ihara zeta function of nonregular Ramanujan graph generated by p-adic chaos
	Yukino Tomizawa Distances between convex combinations in Hadamard spaces



	Yokohama Publishers

yokohama publishers