November 23, 2024

hasan barsam

Academic rank: Assistant professor
Address: univercity of jiroft
Education: PhD. in ریاضی
Phone: 09162765387
Faculty:

Research activities

Journal articles
1
somayeh Mirzadeh, hasan barsam, Loredana Ciurdariu (2024) Characterizations of minimal elements of upper support with applications in minimizing DC functions Open Mathematics: vol22, no 1; 1-11
2
Yamin Sayyari, hasan barsam (2024) NEW INEQUALITY RELATED TO ENTROPY AND RELATIVE ENTROPY WITH RESPECT TO HERMITE-HADAMARD INEQUALITY FILOMAT: vol38, no 4; 1277–1265
3
Yamin Sayyari, hasan barsam, Loredana Ciurdariu (2023) A new refinement of Jensen-type inequality with respect to uniformly convex functions with applications in information theory Journal of Mathematical Inequalities: vol 17, no4; 1311-1322
4
Yamin Sayyari, hasan barsam (2023) Jensen-Mercer inequality for uniformly convex functions with some applications Afrika Matematika: vol34, no3; 34-38
5
hasan barsam, Yamin Sayyari, alireza sattarzadeh (2023) HERMITE-HADAMARD TYPE INEQUALITIES FOR UNIFORMLY CONVEX FUNCTIONS WITH RESPECT TO GEODESIC IN HADAMARD SPACE MISKOLC MATHEMATICAL NOTES: vol24, NO 1; 81-91
6
Yamin Sayyari, mehdi DEHGHANIAN, hasan barsam (2023) NEW BOUNDS FOR THE JENSEN-DRAGOMIR FUNCTIONAL WITH APPLICATIONS IN ANALYSIS Journal of the Indian Mathematical Society: vol90, no1-2,; 175-185
7
hasan barsam, Yamin Sayyari (2023) On Some Inequalities of Differentiable Uniformly Convex Mapping with Applications NUMERICAL FUNCTIONAL ANALYSIS AND OPTIMIZATION: vol44, NO 5; 368-381
8
hasan barsam, Yamin Sayyari, somayeh Mirzadeh (2023) JENSEN’S INEQUALITY AND tgs-CONVEX FUNCTIONS WITH APPLICATIONS JOURNAL OF MAHANI MATHEMATICAL RESEARCH CENTER: ;
9
Yamin Sayyari, hasan barsam, alireza sattarzadeh (2023) On new refinement of the Jensen inequality using uniformly convex functions with applications APPLICABLE ANALYSIS: https://doi.org/10.1080/00036811.2023.2171873; 1-10
10
hasan barsam, Sayyed Mehrab Ramezani, Yamin Sayyari (2021) On the new Hermite–Hadamard type inequalities for s-convex functions Afrika Matematika: Vol 32; 1355–1367
11
hasan barsam, alireza sattarzadeh (2020) HERMITE-HADAMARD INEQUALITIES FOR UNIFORMLY CONVEX FUNCTIONS AND ITS APPLICATIONS IN MEANS MISKOLC MATHEMATICAL NOTES: vol 21, no 2; 621-630
12
hasan barsam (2020) Some New Hermite-Hadamard Type Inequalities for Convex Functions Wavelets and Linear Algebra - دانشگاه ولی عصر (عج) رفسنجان با همکاری دانشگاه های دیگر: Vol 7,no 2; 11-22
13
hasan barsam, alireza sattarzadeh (2020) SOME RESULTS ON HERMITE-HADAMARD INEQUALITIES JOURNAL OF MAHANI MATHEMATICAL RESEARCH CENTER: Vol 9,no 2; 79-86
14
Yamin Sayyari, hasan barsam (2020) HERMITE-HADAMARD TYPE INEQUALITIES FOR m-CONVEX FUNCTIONS BY USING A NEW INEQUALITY FOR DIFFERENTIABLE FUNCTIONS JOURNAL OF MAHANI MATHEMATICAL RESEARCH CENTER: Vol 9,no 2; 55-67
15
hasan barsam, Sayyed Mehrab Ramezani (2020) Some results on Hermite-Hadamard type inequalities for fractional integrals Caspian Journal of Mathematical Sciences (CJMS): ;
16
Hossein Mohebi, hasan barsam (2018) SOME RESULTS ON ABSTRACT CONVEXITY OF FUNCTIONS Mathematica Slovaca: vol 68 no 11; 1001-1008
17
hasan barsam, Hossein Mohebi (2018) On non-expansivity of topical functions by a new pseudo-metric Arabian journal of mathematics: DOI: 10.1007/s40065-018-0222-8; 1-14
18
hasan barsam, Hossein Mohebi (2016) Characterizations of upward and downward sets in semimodules by using topical functions NUMERICAL FUNCTIONAL ANALYSIS AND OPTIMIZATION: vol 37 no 11; 1354-1377
Conference articles
1
2
hasan barsam (2023) A NOTE ON FUNCTIONS WITH CONCEPT OF CONVEXITY , iran, zanjan
3
Sayyed Mehrab Ramezani, hasan barsam (2023) SOME RESULTS OF JENSEN’S INEQUALITY FOR A BUNCH OF SPECIAL FUNCTIONS , iran, zanjan
4
yasin fadai, hasan barsam (2023) MATHEMATICAL MODELING OF LONG-COVID-19, AN OPEN MEDICAL PROBLEM , iran, zanjan
5
Sayyed Mehrab Ramezani, hasan barsam (2022) Some integral inequality with respect to Hermite-Hadamard on global NPC space , Iran, Behshahr
6
hasan barsam, alireza sattarzadeh (2022) Some Results on Hermit-Hadamard inequality on Hadamard Spaces , Iran, Behshahr
7
8
hasan barsam (2021) SOME RESULTS ON OSTROWSKI’S INEQUALITY , Iran, Qazvin
9
hasan barsam, alireza sattarzadeh (2021) Some Results on Hermite-Hadamard Inequality with Respect to Uniformly Convex Functions , Iran, Kashan
10
hasan barsam (2019) Hermite-Hadamard type inequalities for fractional integral via uniformly q-convex functions The 50th Annual Iranian Mathematics Conference, Iran, Shiraz
11
hasan barsam (2019) Hermite-Hadamard type inequalities for convexifiable functions The 50th Annual Iranian Mathematics Conference, Iran, Shiraz
12
hasan barsam (2019) New inequalities of Hermite-Hadamard type for functions International Conference on Recent Achievements in Mathematical Science, iran, yazd
13
14
hasan barsam, Yamin Sayyari (2018) Some results on Hermite-Hadamard type inequality Annual Iranian Mathematical Conference, iran, tehran
Projects
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Theses
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Books
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Courses

  • ordinary differential equation
  • Numerical Calculations
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