اقتصاد مقاومتی در سایه وحدت ملّی و امنیّت ملّی

مقالات

[1]A. Abdollahi, H. Eskandari, J. Bagherian, F. Jafari, M. Khatami, F. Parvaresh and R. Sobhani, The sequence reconstruction of permutations  under Hamming metric with small errors, Cryptography and Communications, (2026).

 

[2] A. Abdollahi, J. Bagherian, F. Jafari, M. Khatami, F. Parvaresh, A. Orak and R. Sobhani, Rank modulation codes for DNA storage in shotgun sequencing: Structure and distance properties, Discrete Mathematics, 349 (2026), 11, 115253.

 

[3] R. Sobhani, F. Parvaresh, A. Abdollahi, F. Abedi, J. Bagherian and M. Khatami, On Enumerating Feasible Permutations for Rank Modulation Codes in DNA storage via Hyperplane Arrangements,  IEEE Transactions on Information Theory, 72(2026), no. 8, pp 5490-5500. 

 

[4] F. Parvaresh, R. Sobhani, A. Abdollahi, J. Bagherian, F. Jafari, and M. Khatami, Improved bounds on the size of permutation codes under Kendall $\tau$-metric,  IEEE Transactions on Information Theory,  71(2025), no. 6, pp. 4156-4166.

 

[5] A. Abdollahi, J. Bagherian, F. Jafari, M. Khatami, F.Parvaresh and R. Sobhani, Upper bounds on the size of permutation codes with Hamming distance of five, cryptography and communications, 17 (2025), 1075-1091.

 

[6] A. Abdollahi, J. Bagherian, F. Jafari, M. Khatami, F.Parvaresh and R. Sobhani, New Upper Bounds on the Size of Permutation Codes Under Kendall Tau Metric, Cryptography and Communications, 15 (2023), 891-903. 

 

[7] F. Jafari, A. Abdollahi, J. Bagherian, M. Khatami and R. Sobhani, Equidistant permutation group codes,  Designs, Codes and Cryptography, (2022) 1-19.

 

[8]  A. Abdollahi, J. Bagherian, F. Jafari, M. Khatami, F. Parvaresh and R. Sobhani, New table of Bounds on Permutation Codes under Kendall τ-Metric, 10th Iran Workshop on Communication and Information Theory (IWCIT), Iran, Islamic Republic of, 2022, pp. 1-3.

 

 
[9] R. Sobhani, A. Abdollahi, J. Bagherian, M. Khatami, A note on good permutation codes from Reed–Solomon codes, Designs, Codes and Cryptography, 87 (2019) 2335-2340.
  
[10] A. Abdollahi, J. Bagherian, M. Khatami,  Z. Shahbazi and R. Sobhani, A conjecture of Cameron and Kiyota on sharp characters with prescribed values, Communications in Algebra, ۵۰ (۲۰۲۲), ۲۷۳۱-۲۷۳۹. DOI:۱۰.۱۰۸۰/۰۰۹۲۷۸۷۲.۲۰۲۱.۲۰۱۸۵۹۴
 
[11] A. Abdollahi, J. Bagherian, M. Ebrahimi, M. Khatami, Z. Shahbazi and R. SobhaniOn sharp characters of type {-۱,۰,۲}, Czech Math J (۲۰۲۲). https://doi.org/۱۰.۲۱۱۳۶/CMJ.۲۰۲۲.۰۳۵۶-۲۱ 
 
[12]  A. Abdollahi, J. Bagherian, M. Ebrahimi, F. M. Garmsiri,  M. Khatami and R. Sobhani, Groups with sharp non-linear irreducible characters. Communications in Algebra, (۲۰۲۲) ۱-۱۳. https://doi.org/۱۰.۱۰۸۰/۰۰۹۲۷۸۷۲.۲۰۲۲.۲۱۲۰۱۹۷  
 
 
آخرین بروزرسانی: 1405/04/31 - 11:19:04
تنظیمات قالب