“Hamid Reza Hajisharifi”

Tel:  (+98- 315) 7995221
Email: 

IPM Positions

Resident Researcher, School of Mathematics - Isfahan Branch
(2021 - Present
(from March 21 in IPM-Isfahan Branch))

Past IPM Positions

Non Resident Researcher (non-resident), School of Mathematics
(2017 - 2021)
(till March 20, 2021 )

Non IPM Affiliations

Assistant Professor of The Mathematics and Computer, Khansar Department

Related Papers

1. H. R. Hajisharifi (Joint withA. Amini Harandi and A. Goli)
A Fixed point theorem for generalized nonexpansive mappings
Miskolc Math. Notes 24 (2023), 1117-1126  [abstract]
2. H. R. Hajisharifi (Joint with F. Fakhar and Z. Soltani)
Noncoercive and noncontinuous equilibrium problems: Existence theorem in infinite-dimensional spaces
J. Glob. Optim. 86 (2023), 989-1003  [abstract]
3. H. R. Hajisharifi (Joint with M. Chinaie, F. Fakhar, and M. Fakhar)
Strict weak L-efficient solutions for nonconvex set optimization problems
Optimization (2023), DOI: 10.1080/02331934.2023.2170699  [abstract]
4. A. Amini-Harandi and H. R. Hajisharifi (Joint with M. Fakhar)
Fixed points of nearly quasi-closed and nearly almost convex mappings
J. Math. Anal. Appl. 502 (2021), 125236  [abstract]
5. H. R. Hajisharifi (Joint with A. Amini-Harandi and M. Goli)
(\Alpha, \Beta)-nonexpansive mappings and Picard operators
Fixed Point Theory (Accepted) [abstract]
6. H. R. Hajisharifi
On some generalization of multivalued nonexpansive mappings
Bull. Iranian Math. Soc. 46 (2020), 557-571  [abstract]
7. M. Fakhar and H. R. Hajisharifi (Joint with M. Chinaie and F. Fakhar)
Weak minimal elements and weak minimal solutions of a nonconvex set-valued optimization problem
J. Glob. Optim. 75 (2019), 131-141  [abstract]
8. A. Amini-Harandi, M. Fakhar and H. R. Hajisharifi
Approximate fixed points of α-nonexpansive mappings
J. Math. Anal. Appl. 467 (2018), 1168-1173  [abstract]
[Back]   
scroll left or right