Wydział Matematyki, Informatyki i Mechaniki Uniwersytetu Warszawskiego
Publikacje
Jan Okniński
2017
- Ferran Cedo i Jan Okniński, On a class of automaton algebras, Proceedings Of The Edinburgh Mathematical Society 60 (1) 2017, s. 31–38.zobacz w PBN
- Arkadiusz Męcel i Jan Okniński, Invariants of finite dimensional algebras recognized by the semigroup of conjugacy classes of left ideals, Journal Of Algebra And Its Applications 16 (10) 2017, s. 1750182.zobacz w PBN
- Ferran Cedo, Łukasz Kubat i Jan Okniński, Irreducible representations of the plactic algebra of rank four, Journal Of Algebra 488 2017, s. 403–441.zobacz w PBN
- David Bachiller, Ferran Cedo, Eric Jespers i Jan Okniński, A family of irretractable square-free solutions of the Yang-Baxter equation, Forum Mathematicum 29 (6) 2017, s. 1291–1306.zobacz w PBN
2016
- Jan Okniński, Noetherian semigroup algebras and beyond, w: Multiplicative Ideal Theory and Factorization Theory. Commutative and Non-commutative Perspectives, Springer, 2016, s. 255–276.zobacz w PBN
- Łukasz Kubat i Jan Okniński, Irreducible representations of the Chinese monoid, Journal Of Algebra 466 2016, s. 1–33.zobacz w PBN
- Ferran Cedo, Eric Jespers i Jan Okniński, Nilpotent groups of class three and braces, Publicacions Matematiques 60 (1) 2016, s. 55–79.zobacz w PBN
- Eric Jespers i Jan Okniński, Krull orders in nilpotent groups: corrigendum and addendum, Archiv Der Mathematik 106 2016, s. 295–299.zobacz w PBN
- Eric Jespers i Jan Okniński, Prime ideals in algebras determined by submonoids of nilpotent groups, Algebras And Representation Theory 19 2016, s. 17–31.zobacz w PBN
2015
- Łukasz Kubat i Jan Okniński, Identities of the plactic monoid, Semigroup Forum 90 (1) 2015, s. 100–112.zobacz w PBN
- Eric Jespers, Jan Okniński i Maya Van Campenhout, Finitely generated algebras defined by homogeneous quadratic monomial relations and their underlying monoids, Journal Of Algebra 440 2015, s. 72–99.zobacz w PBN
- Jan Okniński, Identities of the Semigroup of Upper Triangular Tropical Matrices, Communications In Algebra 43 2015, s. 4422–4426.zobacz w PBN
2014
- Ferran Cedo, Eric Jespers i Jan Okniński, Braces and the Yang-Baxter equation, Communications In Mathematical Physics 327 2014, s. 101–116.zobacz w PBN
- Jan Okniński, Trichotomy for finitely generated monomial algebras, Journal Of Algebra 417 2014, s. 145–147.zobacz w PBN
- Jan Okniński, On certain semigroups derived from associative algebras, w: Algebraic Monoids, Group Embeddings, and Algebraic Combinatorics, Springer, 2014, s. 233–245.zobacz w PBN
- Łukasz Kubat i Jan Okniński, Grobner-Shirshov bases for plactic algebras, Algebra Colloquium 21 2014, s. 591–596.zobacz w PBN
- Eric Jespers i Jan Okniński, Krull orders in nilpotent groups, Archiv Der Mathematik 103 2014, s. 27–37.zobacz w PBN
- Jan Okniński, On the semiprimitivity of finitely generated algebras, Proceedings Of The American Mathematical Society 142 2014, s. 4095–4098.zobacz w PBN
2010
- F. Cedo, E. Jespers i Jan Okniński, Finitely presented algebras and groups defined by permutation relations, Journal Of Pure And Applied Algebra 214 (7) 2010, s. 1095–1102.zobacz w PBN
- Ferran Cedo, Eric Jespers i Jan Okniński, Retractability of set theoretic solutions of the Yang-Baxter equation, Advances In Mathematics 224 2010, s. 2472–2484.zobacz w PBN
- Ferran Cedo, Eric Jespers i Jan Okniński, Algebras and groups defined by permutation relations of alternating type, Journal Of Algebra 324 (6) 2010, s. 1290–1313.zobacz w PBN
2009
- Ferran Cedo i Jan Okniński, Faithful linear representations of bands, Publicacions Matematiques 53 2009, s. 119–140.zobacz w PBN
- Isabel Goffa, Eric Jespers i Jan Okniński, Semigroup algebras of submonoids of polycyclic-by-finite groups and maximal orders, Algebras And Representation Theory 12 (2-5) 2009, s. 357–363.zobacz w PBN
- Isabel Goffa, Eric Jespers i Jan Okniński, Normal domains with monomial presentations, International Journal Of Algebra And Computation 19 (3) 2009, s. 287–303.zobacz w PBN
- Ferran Cedo, Eric Jespers i Jan Okniński, The radical of the four generated algebra of alternating type, w: Groups, Rings and Group Rings, Contemporary Mathematics, USA 2009.zobacz w PBN
2007
- I. Goffa, E. Jespers i Jan Okniński, Primes of height one and a class of noetherian finitely presented algebras, International Journal Of Algebra And Computation 17 (2) 2007, s. 1465–1491.zobacz w PBN
- F. Cedo i Jan Okniński, Semigroups of matrices of intermediate growth, Advances In Mathematics 212 (2) 2007, s. 669–691.zobacz w PBN
- E. Jespers i Jan Okniński, Noetherian semigroup algebras, Springer, Berlin 2007.zobacz w PBN
2006
- Joanna Jaszuńska i Jan Okniński, Chinese algebras of rank 3, Communications In Algebra 34 2006, s. 2745–2754.zobacz w PBN
- J. Bernik, R. Drnovsek, D. Hadwin, A. Jafarian, D. Kokol Bukovsek, T. Kosir, M. Kramar Fijavz, T. Laffey, L. Livshits, M. Mastnak, R. Meshulam, V. Mueller, E. Nordgren, Jan Okniński, M. Omladic, H. Radjavi, A. Sourour i R. Timoney, Semitransitive subspaces of matrices, Electronic Journal Of Linear Algebra 15 2006, s. 225–238.zobacz w PBN
- E. Jespers i Jan Okniński, Noetherian semigroup algebras, Bulletin Of The London Mathematical Society 38 2006, s. 421–428.zobacz w PBN
- F. Cedo, E. Jespers i Jan Okniński, The Gelfand-Kirillov dimension of quadratic algebras satisfying the cyclic condition, Proceedings Of The American Mathematical Society 134 2006, s. 653–666.zobacz w PBN
- E. Jespers i Jan Okniński, Quadratic algebras of skew type, w: Algebras, Rings and their representations, Proceedings of the International Conference on Algebras, Modules and Rings, World Scientific, xx 2006.zobacz w PBN
2004
- F. Cedo, E. Jespers i Jan Okniński, Semiprime quadratic algebras of Gelfand-Kirillov dimension one, Journal Of Algebra And Its Applications 3 (3) 2004, s. 283–300.zobacz w PBN
- E. Jespers i Jan Okniński, Quadratic algebras of skew type satisfying the cyclic condition, International Journal Of Algebra And Computation 14 (4) 2004, s. 479–498.zobacz w PBN
- Jan Okniński, Prime ideals in cancellative semigroups, Communications In Algebra 32 (7) 2004, s. 2733–2742.zobacz w PBN
- F. Cedo i Jan Okniński, Plactic algebras, Journal Of Algebra 274 2004, s. 97–117.zobacz w PBN
2003
- Jan Okniński i L Renner, Algebras with finitely many orbits, Journal Of Algebra 264(2) 2003, s. 479–495.zobacz w PBN
- T Gateva-Ivanova, E Jaspers i Jan Okniński, Quadratic algebras of skew type and the underlying monoids, Journal Of Algebra 270 (2) 2003, s. 635–659.zobacz w PBN
- L Livshits, G MacDonald, B Mathes, Jan Okniński i H Radjavi, Matrix semigroups with commutable rank, Semigroup Forum 67 2003, s. 288–316.zobacz w PBN
2002
- Jan Okniński, Regular J-classes of subspace semigroups, Semigroup Forum 65 ((3)) 2002, s. 450–459.zobacz w PBN
- Jan Okniński, The algebra of the subspace semigroup M(2,F(q)),, Colloquium Mathematicum 92 2002, s. 131–139.zobacz w PBN
- Jan Okniński, Matrix semigroups, w: The Concise Handbook of Algebra, Mikhalev A.V., Pilz G.F. (Eds.), Kluwer Academic Publisher, Doordrecht 2002.zobacz w PBN
2001
- E Jespers i Jan Okniński, Submonoids of polycyclic-by-finite groups and their algebras, Algebras And Representation Theory 4 2001, s. 133–153.zobacz w PBN
- E Jespers, A Kelarev i Jan Okniński, On the Jacobson radical of graded rings, Communications In Algebra 29 2001, s. 2185–2191.zobacz w PBN
- E Jespers i Jan Okniński, Semigroup algebras and noetherian maximal orders, Journal Of Algebra 238 (2) 2001, s. 590–622.zobacz w PBN
- Jan Okniński, Semigroups of zero entropy, Linear Algebra And Its Applications 323 (1-3) 2001, s. 207–211.zobacz w PBN
- Jan Okniński, In search for noetherian algebras, w: Algebra - Representation Theory, Kluwer, Doordrecht 2001.zobacz w PBN
1998
- Eric Jespers i Jan Okniński, Binomial semigroups, Journal Of Algebra 202 (1) 1998, s. 250–275.zobacz w PBN
- Jan Okniński, Graded rings---an approach via semigroups of matrices, w: Trends in ring theory (Miskolc, 1996), 1998, s. 113–126.zobacz w PBN
- Jan Okniński, Semigroups of matrices, World Scientific Publishing Co., Inc., River Edge, NJ, 1998.zobacz w PBN
- A. V. Kelarev i Jan Okniński, A combinatorial property and growth for semigroups of matrices, Communications In Algebra 26 (9) 1998, s. 2789–2805.zobacz w PBN
1996
- A. V. Kelarev i Jan Okniński, The Jacobson radical of graded PI-rings and related classes of rings, Journal Of Algebra 186 (3) 1996, s. 818–830.zobacz w PBN
- Jan Okniński, Nilpotent semigroups of matrices, Mathematical Proceedings Of The Cambridge Philosophical Society 120 (4) 1996, s. 617–630.zobacz w PBN
- Eric Jespers i Jan Okniński, Semigroup algebras that are principal ideal rings, Journal Of Algebra 183 (3) 1996, s. 837–863.zobacz w PBN
- Jan Okniński, Corrigendum: ``Growth of linear semigroups. II'' [J.\ Algebra \bf 178 (1995), no.\ 2, 561--580; MR1359903 (97b:20094)], Journal Of Algebra 181 (2) 1996, s. 660–661.zobacz w PBN
- Jan Okniński, Linear semigroups of polynomial growth in positive characteristic, Journal Of Pure And Applied Algebra 107 (2-3) 1996, s. 253–261.zobacz w PBN
- J. S. Ponizovskii i Jan Okniński, A new matrix representation theorem for semigroups, Semigroup Forum 52 (3) 1996, s. 293–305.zobacz w PBN
- Jan Okniński, Growth of linear semigroups, Journal Of The Australian Mathematical Society Series A-pure Mathematics And Statistics 60 (1) 1996, s. 18–30.zobacz w PBN
1995
- Jan Okniński, Growth of linear semigroups. II, Journal Of Algebra 178 (2) 1995, s. 561–580.zobacz w PBN
- E. Jespers i Jan Okniński, Descending chain conditions and graded rings, Journal Of Algebra 178 (2) 1995, s. 458–479.zobacz w PBN
- Jan Okniński i A. Salwa, Generalised Tits alternative for linear semigroups, Journal Of Pure And Applied Algebra 103 (2) 1995, s. 211–220.zobacz w PBN
- M. V. Clase, E. Jespers, A. V. Kelarev i Jan Okniński, Artinian semigroup-graded rings, Bulletin Of The London Mathematical Society 27 (5) 1995, s. 441–446.zobacz w PBN
- A. V. Kelarev i Jan Okniński, On group graded rings satisfying polynomial identities, Glasgow Mathematical Journal 37 (2) 1995, s. 205–210.zobacz w PBN
1993
- Jan Okniński, Linear semigroups with identities, w: SEMIGROUPS, Algebraic Theory and Applications to Formal Languages and Codes, Ed.:C.Bonzini,A.Cherubini, World Sci., 1993, s. 201–211.zobacz w PBN
- Jan Okniński, Gelfand-Kirillov dimension of Noetherian semigroup algebras, Journal Of Algebra 162 (2) 1993, s. 302–316.zobacz w PBN
- Jan Okniński, Prime and semiprime semigroup rings of cancellative semigroups, Glasgow Mathematical Journal 35 (1) 1993, s. 1–12.zobacz w PBN
1991
- Jan Okniński i Mohan S. Putcha, Complex representations of matrix semigroups, Transactions Of The American Mathematical Society 323 (2) 1991, s. 563–581.zobacz w PBN
- Jan Okniński, Semigroup algebras, Marcel Dekker, Inc., New York, 1991.zobacz w PBN
- Jan Okniński i Mohan S. Putcha, Parabolic subgroups and cuspidal representations of finite monoids, International Journal Of Algebra And Computation 1 (1) 1991, s. 33–47.zobacz w PBN
- Jan Okniński i Mohan S. Putcha, Embedding finite semigroup amalgams, Journal Of The Australian Mathematical Society Series A-pure Mathematics And Statistics 51 (3) 1991, s. 489–496.zobacz w PBN
- Jan Okniński, Linear representations of semigroups, w: Monoids and semigroups with applications (Berkeley, CA, 1989), 1991, s. 257–277.zobacz w PBN
1988
- Jan Okniński, On monomial algebras, Archiv Der Mathematik 50 (5) 1988, s. 417–423.zobacz w PBN
- Jan Okniński i F. Van Oystaeyen, Cancellative semigroup rings which are Azumaya algebras, Journal Of Algebra 117 (2) 1988, s. 290–296.zobacz w PBN
- Jan Okniński, Commutative monoid rings with Krull dimension, w: Semigroups, theory and applications (Oberwolfach, 1986), 1988, s. 251–259.zobacz w PBN
- Jan Okniński, Noetherian property for semigroup rings, w: Ring theory (Granada, 1986), 1988, s. 209–218.zobacz w PBN
- Jan Okniński, A note on the PI-property of semigroup algebras, w: Perspectives in ring theory (Antwerp, 1987), 1988, s. 275–278.zobacz w PBN
- Andre Leroy, Jerzy Matczuk i Jan Okniński, On the Gelfand-Kirillov dimension of normal localizations and twisted polynomial rings, w: Perspectives in ring theory, 1988, s. 205–214.zobacz w PBN
1987
- Jan Krempa i Jan Okniński, Gel'fand-Kirillov dimensions of a tensor product, Mathematische Zeitschrift 194 (4) 1987, s. 487–494.zobacz w PBN
- Jan Okniński, On cancellative semigroup rings, Communications In Algebra 15 (8) 1987, s. 1667–1677.zobacz w PBN
- Jan Okniński, Radicals of group and semigroup rings, w: Contributions to general algebra, 4 (Krems, 1985), 1987, s. 125–150.zobacz w PBN
- Jan Okniński, Semigroup rings as excellent extensions and the regular radical, Bulletin Of The Belgian Mathematical Society-simon Stevin 61 (3-4) 1987, s. 301–311.zobacz w PBN
1984
- Jan Okniński, Semilocal semigroup rings, Glasgow Mathematical Journal 25 (1) 1984, s. 37–44.zobacz w PBN
- Jan Okniński, On self-injective semigroup rings, Archiv Der Mathematik 43 (5) 1984, s. 407–411.zobacz w PBN
- Jan Okniński, Finiteness conditions for semigroup rings, Acta Universitatis Carolinae - Mathematica Et Physica 25 (1) 1984, s. 29–32.zobacz w PBN
- Jan Okniński, On regular semigroup rings, Proceedings Of The Royal Society Of Edinburgh Section A-mathematics 99 (1-2) 1984, s. 145–151.zobacz w PBN
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