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1 M. Matsuoka, "θ-polycyclic codes and θ-sequential codes over finite fields" 5 (5): 65-70, 2011
2 Oystein Ore, "Theory of Non-Commutative Polynomials" JSTOR 34 (34): 480-508, 1933
3 I. Siap, "The structure of generalized quasi cyclic codes" 5 : 24-30, 2005
4 N. Aydin, "The structure of 1-generator quasi-twisted codes and new linear codes" 23 (23): 313-326, 2001
5 WIEB BOSMA, "The Magma Algebra System I: The User Language" Elsevier BV 24 (24): 235-265, 1997
6 C. Guneri, "Structure and performance of generalized quasi-cyclic codes" 47 : 183-202, 2017
7 Jean Conan, "Structural properties and enumeration of quasi cyclic codes" Springer Science and Business Media LLC 4 (4): 25-39, 1993
8 T.A. Gulliver, "Some best rate 1/p and rate (p-1)/p systematic quasi-cyclic codes over GF(3) and GF(4)" Institute of Electrical and Electronics Engineers (IEEE) 38 (38): 1369-1374, 1992
9 D. Boucher, "Skew-cyclic codes" Springer Science and Business Media LLC 18 (18): 379-389, 2007
10 Irfan Siap, "Skew cyclic codes of arbitrary length" Inderscience Publishers 2 (2): 10-, 2011
11 Patanee Udomkavanich, "Skew constacyclic codes over finite chain rings" American Institute of Mathematical Sciences (AIMS) 6 (6): 39-63, 2012
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18 Taher Abualrub, "On the Construction of Skew Quasi-Cyclic Codes" Institute of Electrical and Electronics Engineers (IEEE) 56 (56): 2081-2090, 2010
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20 T.A. Gulliver, "Nine good rate (m-1)/pm quasi-cyclic codes" Institute of Electrical and Electronics Engineers (IEEE) 38 (38): 1366-1369, 1992
21 I. Siap, "New ternary quasi-cyclic codes with better minimum distances" Institute of Electrical and Electronics Engineers (IEEE) 46 (46): 1554-1558, 2000
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25 B. R. McDonald, "Finite Rings with Identity" Marcel Dekker, Inc 1974
26 W. W. Peterson, "Error-Correcting Codes" The M.I.T. Press 1972
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29 V. T. Van, "Computation of Grobner basis for systematic en-coding of generalized quasi-cyclic codes" E92-A (E92-A): 2345-2359, 2009
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33 Nuh Aydin, "A generalization of quasi-twisted codes: Multi-twisted codes" Elsevier BV 45 : 96-106, 2017
34 Neville Fogarty, "A circulant approach to skew-constacyclic codes" Elsevier BV 35 : 92-114, 2015
35 Jian Gao, "A Chinese remainder theorem approach to skew generalized quasi-cyclic codes over finite fields" Springer Science and Business Media LLC 8 (8): 51-66, 2016