Daishi Kuroiwa - Concepedia

Author

Daishi Kuroiwa

Shimane University

Also Known As

D. Kuroiwa, DAISHI KUROIWA, Daishi Kuroiwa, PORNPIMON BORIWAN

Publications

1.1K

Citations

H-Index

Concepts

All Affiliations

Shimane University Niigata University Hirosaki University University of Insubria

About

Daishi Kuroiwa is an author at Shimane University specializing in engineering, convex optimization, and functional analysis.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	11	12	669
2	Combinatorial Optimization	4	4	313
3	Operations Research	2	2	64
4	Business	1	1	13
5	Computer Science	1	1	23

Daishi Kuroiwa

Publications

944

Citations

H-Index

Page 1

	Year	Citations
On cone convexity of set-valued maps Daishi Kuroiwa, Tamaki Tanaka, Trúóng Xuân Dúc Hā Nonlinear Analysis EngineeringCone ConvexityConvex OptimizationConvex HullFunctional Analysis	1997	159
On set-valued optimization Daishi Kuroiwa Nonlinear Analysis EngineeringOptimization ProblemConvex OptimizationExtremal Set TheoryComputational Complexity	2001	152
Existence theorems of set optimization with set-valued maps Daishi Kuroiwa Journal of Information and Optimization Sciences Mathematical ProgrammingSet-valued MapsVector OptimizationEngineeringOptimization Problem	2003	103
The relationship between multi-objective robustness concepts and set-valued optimization Jonas Ide, Elisabeth Köbis, Daishi Kuroiwa, Fixed Point Theory and Applications	2014	88
Convexity for set-valued maps Daishi Kuroiwa Applied Mathematics Letters Set-valued MapsEngineeringConvex OptimizationExtremal Set TheoryConvex Hull	1996	84
Strong convergence of averaging iterations of nonexpansive nonself-mappings Shin-ya Matsushita, Daishi Kuroiwa Journal of Mathematical Analysis and Applications Variational AnalysisFunctional AnalysisNondifferentiable OptimizationConvergence AnalysisStrong Convergence	2004	49
Convergence of Solutions to Set Optimization Problems with the Set Less Order Relation Lâm Quốc Anh, Tran Quoc Duy, Dinh Vinh Hien, Journal of Optimization Theory and Applications Mathematical ProgrammingEngineeringContinuous OptimizationNonlinear ProgrammingOptimization Problem	2020	35
The convexity of A and B assures intA+B=int(A+B) Tamaki Tanaka, Daishi Kuroiwa Applied Mathematics Letters Convex HullConvex OptimizationB Assures Inta+b=intVariational Inequality	1993	29
Quasiconvexity of set-valued maps assures well-posedness of robust vector optimization Giovanni P. Crespi, Daishi Kuroiwa, Matteo Rocca Annals of Operations Research Convex OptimizationInverse ProblemsNonlinear OptimizationNondifferentiable OptimizationRobust Vector Optimization	2015	29
Optimality conditions and the basic constraint qualification for quasiconvex programming Satoshi Suzuki, Daishi Kuroiwa Nonlinear Analysis Mathematical ProgrammingEngineeringQuasiconvex ProgrammingConvex OptimizationConstrained Optimization	2010	29

Page 1