Mahdi Karder

University of Zabol

Profile

Mahdi Karder

Rank:: Assistant Professor
Education:: Phd - Pure mathematical mathematics
Address:: Faculty of Sciences, Mathematics Department
Phone:: _
E-mail:: mahdi.karder@uoz.ac.ir
Page:: /resumeen/mahdi.karder

Education

Bachelor of Science
Pure math
2007
University of Mazandaran

Master of Science
Pure math
2010
University of Mazandaran

Ph.D
Pure mathematical mathematics
2014
University of Mazandaran

Ranks

Associate professorInstructor
2014

Golestan Statistics

Books	Journal Articles	conferance Articles
0	0	8

Google Scholar

	All	Since 2017
Citations	19	12
h-index	1	1
i10-index	1	1

Favoriates

Functional Analysis Mathematical Analysis Operator Theory

Co-Authors

Tatjana Petek, Ali Taghavi

Articles of Google Scholar(7)

M Karder, T Petek

Maps on states preserving generalized entropy of convex combinations

Linear Algebra and its Applications 532, 86-98, 2017, 2017

CitedBy: 19

M Karder

Maps preserving the spectrum of -Jordan product

The Journal of Analysis, 1-8, 2025, 2025

CitedBy: 0

M Karder

Maps on matrices preserving idempotency of a triadic relation

Bulletin of the Transilvania University of Brasov. Series III: Mathematics …, 2025, 2025

CitedBy: 0

M Karder, T Petek

Maps on self-adjoint operators preserving some relations related to commutativity

Mathematica Slovaca 74 (6), 1547-1556, 2024, 2024

CitedBy: 0

M Karder, T Petek

Mathematica Slovaca: Maps on self-adjoint operators preserving some relations related to commutativity

Versita, 2024, 2024

CitedBy: 0

M Karder

Maps on States Preserving von Neumann Entropy

Current Applied Sciences 3 (1), 41-46, 2023, 2023

CitedBy: 0

A Taghavi, M Karder

Automorphisms of Mn (D), Partially Ordered by Rank Subtractivity Ordering

, 0

CitedBy: 0

Journal of Golestan (8)

كاردر مهدي ، Tatjana Petek

Maps on states preserving generalized entropy of convex combinations

LINEAR ALGEBRA AND ITS APPLICATIONS

كاردر مهدي

Maps on States Preserving von Neumann Entropy

Current Applied Sciences

كاردر مهدي ، Tatjana Petek

MAPS ON SELF-ADJOINT OPERATORS PRESERVING SOME RELATIONS RELATED TO COMMUTATIVITY

Mathematica Slovaca

كاردر مهدي

Maps on matrices preserving idempotency of a triadic relation

Bulletin of the Transilvania University of Braov. Series III, Mathematics and Computer Science

كاردر مهدي ، Tatjana Petek

Maps on states preserving generalized entropy of convex combinations

LINEAR ALGEBRA AND ITS APPLICATIONS

كاردر مهدي

Maps on States Preserving von Neumann Entropy

Current Applied Sciences

كاردر مهدي ، Tatjana Petek

MAPS ON SELF-ADJOINT OPERATORS PRESERVING SOME RELATIONS RELATED TO COMMUTATIVITY

Mathematica Slovaca

كاردر مهدي

Maps on matrices preserving idempotency of a triadic relation

Bulletin of the Transilvania University of Braov. Series III, Mathematics and Computer Science

University of Zabol

Profile

Mahdi Karder

Education

Ranks

Golestan Statistics

Google Scholar

Favoriates

Co-Authors

Articles of Google Scholar(7)

M Karder, T Petek

Maps on states preserving generalized entropy of convex combinations

M Karder

Maps preserving the spectrum of -Jordan product

M Karder

Maps on matrices preserving idempotency of a triadic relation

M Karder, T Petek

Maps on self-adjoint operators preserving some relations related to commutativity

M Karder, T Petek

Mathematica Slovaca: Maps on self-adjoint operators preserving some relations related to commutativity

M Karder

Maps on States Preserving von Neumann Entropy

A Taghavi, M Karder

Automorphisms of Mn (D), Partially Ordered by Rank Subtractivity Ordering

Journal of Golestan (8)

كاردر مهدي ، Tatjana Petek

Maps on states preserving generalized entropy of convex combinations

كاردر مهدي

Maps on States Preserving von Neumann Entropy

كاردر مهدي ، Tatjana Petek

MAPS ON SELF-ADJOINT OPERATORS PRESERVING SOME RELATIONS RELATED TO COMMUTATIVITY

كاردر مهدي

Maps on matrices preserving idempotency of a triadic relation

كاردر مهدي ، Tatjana Petek

Maps on states preserving generalized entropy of convex combinations

كاردر مهدي

Maps on States Preserving von Neumann Entropy

كاردر مهدي ، Tatjana Petek

MAPS ON SELF-ADJOINT OPERATORS PRESERVING SOME RELATIONS RELATED TO COMMUTATIVITY

كاردر مهدي

Maps on matrices preserving idempotency of a triadic relation

Conferance of Golestan(0)

Books (0)

Other Activity Research (0)