Dr. Amir Mafi
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Dr. Amir Mafi

Professor
Department of Mathematics, University of Kurdistan, Sanandaj, Iran


Highest Degree
Ph.D. in Mathematics and Computer Science from Teacher Training University, Tehran, Iran

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Area of Interest:

Mathematics
100%
Homological Algebra
62%
Computer Application
90%
Group Theory and Generalizations
75%
Representation Theory
55%

Research Publications in Numbers

Books
0
Chapters
0
Articles
70
Abstracts
16

Selected Publications

  1. Mafi, a. and D. Naderi, 2022. A note on stability properties of powers of polymatroidal ideals. Bull. Iran. Math. Soc., 10.1007/s41980-022-00721-z.
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  2. Mafi, A. and D. Naderi, 2021. On the Hilbert coefficients, depth of associated graded rings and reduction numbers. J. Commut. Algebra, 13: 103-115.
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  3. Mafi, A. and D. Naderi, 2021. Linear resolutions and polymatroidal ideals. Proc. Math. Sci., Vol. 131. 10.1007/s12044-021-00620-z.
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  4. Jafari, M., A. Mafi and H. Saremi, 2021. Sequentially cohen-macaulay matroidal ideals. Filomat, 34: 4233-4244.
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  5. Saremi, H. and A. Mafi, 2020. Unmixedness and arithmetic properties of matroidal ideals. Arch. Math., 114: 299-304.
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  6. Mafi, A. and D. Naderi, 2020. On the first generalized hilbert coefficient and depth of associated graded rings. Bull. Korean Math. Soc., 57: 407-417.
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  7. Saremi, H. and A. Mafi, 2019. On the degree of hilbert polynomials of derived functors. Math. Notes, 106: 423-428.
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  8. Mafi, A. and S. Tabejamaat, 2019. Almost cohen-macaulayness of koszul homology. Bull. Korean Math. Soc., 56: 471-477.
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  9. Mafi, A. and D. Naderi., 2019. Results on the Hilbert coefficients and reduction numbers. Proc. Math. Sci., Vol. 129. 10.1007/s12044-019-0510-z.
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  10. Karimi, S. and A. Mafi, 2019. On stability properties of powers of polymatroidal ideals. Collect. Math., 70: 357-365.
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  11. Cheraghi, F. and A. Mafi, 2019. Reduction of ideals relative to an Artinian module and the dual of Burch’s inequality. Algebra Colloq., 26: 113-122.
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  12. Cheraghi, F. and A. Mafi, 2019. On the dual of Hilbert coefficients and width of the associated graded modules over Artinian modules. Filomat, 33: 3277-3290.
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  13. Mafi, A., 2018. Ratliff-Rush ideal and reduction numbers. Commun. Algebra, 46: 1272-1276.
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  14. Mafi, A., 2018. On the computation of the Ratliff-Rush closure, associated graded ring and invariance of a length. J. Commut. Algebra, 10: 547-557.
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  15. Herzog, J. and A. Mafi, 2018. Stability properties of powers of ideals in regular local rings of small dimension. Pac. J. Math., 295: 31-41.
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  16. Tabejamaat, S. and A. Mafi, 2017. About a Serre-type condition for modules. J. Algebra Appl., Vol. 16. 10.1142/S0219498817502061.
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