REFERENCES
- Evdokimov , S. , Ponomarenko , I. ( 2001 ). On a family of Schur rings over a finite cyclic group . Algebra and Analysis 13 ( 3 ): 139 – 154 .
- Evdokimov , S. , Ponomarenko , I. ( 2002 ). Characterization of cyclotomic schemes and normal Schur rings over a cyclic group . Algebra and Analysis 14 ( 2 ): 11 – 55 .
- Evdokimov , S. , Ponomarenko , I. ( 2012 ). Schurity of S-rings over a cyclic group and generalized wreath product of permutation groups . Algebra and Analysis 24 ( 3 ): 84 – 127 .
- Evdokimov , S. , Ponomarenko , I. ( 2014 ). Schur rings over a product of Galois rings . Beitr. Algebra Geom. 55 ( 1 ): 105 – 138 .
- Evdokimov , S. , Kovács , I. , Ponomarenko , I. ( 2013 ). Characterization of cyclic Schur groups . Algebra and Analysis 25 ( 5 ): 61 – 85 .
- Klin , M. , Pöschel , R. ( 1981 ). The König problem, the isomorphism problem for cyclic graphs and the method of Schur rings . In: Algebraic Methods in Graph Theory, Szeged, 1978 . Colloq. Math. Soc. János Bolyai, Vol. 25 . Amsterdam : North-Holland , pp. 405 – 434 .
- Kovács , I. ( 2011 ). A construction of the automorphism groups of indecomposable S-rings over ℤ2 n . Beitr. Algebra Geom. 52 ( 1 ): 83 – 103 .
- Pech , C. , Reichard , S. ( 2009 ). Enumerating set orbits . In: Algorithmic Algebraic Combinatorics and Grobner Bases . Berlin : Springer , pp. 137 – 150 .
- Ponomarenko , I. , Vasil'ev , A. ( 2014 ). On non-abelian Schur groups . Journal of Algebra and Its Applications 13 ( 8 ): 1450055-1 – 1450055-22 .
- Pöschel , R. ( 1974 ). Untersuchungen von S-ringen insbesondere im gruppenring von p-gruppen . Math. Nachr. 60 : 1 – 27 .
- Schur , I. ( 1933 ). Zür theorie der einfach transitiven permutationgruppen . S.-B. Preus Akad. Wiss. Phys.-Math. Kl . 598 – 623 .
- Wielandt , H. ( 1964 ). Finite Permutation Groups . New York – London : Academic Press .
- Wielandt , H. ( 1969 ). Permutation groups through invariant relations and invariant functions. Lecture Notes Dept. Math., Ohio State Univ., Colombus, Ohio .
- Communicated by A. Turull.