Publications and preprints

  1. Justyna Kosakowska, Markus Schmidmeier and Martin Schreiner, Abelian p-groups with a p-bounded factor or a p-bounded subgroup, preprint 2023, arXiv:2312.01451 [math.GR]

  2. Mariusz Kaniecki and Justyna Kosakowska, Two partial orders on Standard Young Tableaux with applications to invariant subspaces of nilpotent linear operators, preprint 2023, arXiv:2311.04668 [math.RT]

  3. Stanisław Kasjan and Justyna Kosakowska, The existence of Hall polynomials for x^2-bounded invariant subspaces of nilpotent linear operators, Journal of Pure and Applied Algebra, 226 (2022), 106921, arXiv:2012.12744 [math.RT]

  4. Justyna Kosakowska and Markus Schmidmeier, The socle tableau as a dual version of the Littlewood-Richardson tableau, Journal of the London Mathematical Society, 106 (2022), 1357-1379, arXiv:2007.12221 [math.RT]

  5. Justyna Kosakowska and Markus Schmidmeier, Finite direct sums of cyclic embeddings, Contemporary Mathematics ;vol. 761, Providence, RI, American Mathematical Society (2021), 159-169, arXiv:1607.05640 [math.RT]

  6. Mariusz Kaniecki and Justyna Kosakowska, Applications of Littlewood-Richardson tableaux to computing generic extension of semisimple invariant subspaces of nilpotent linear operators, Linear Algebra and its Applications, 588 (2020), 134-159, arXiv:1811.05236 [math.RT]

  7. Mariusz Kaniecki and Justyna Kosakowska, Combinatorial algorithms for binary operations on LR-tableaux with entries equal to 1 with applications to nilpotent linear operators Fundamenta Informaticae 174 (2020), 121-136,

  8. Justyna Kosakowska, Markus Schmidmeier and Hugh Thomas Two Partial Orders for Standard Young Tableaux , The Electronic Journal of Combinatorics, 26(3) (2019), #P3.20, arXiv:1503.08942 [math.RT]

  9. Justyna Kosakowska and Markus Schmidmeier, The boundary of the irreducible components for invariant subspace varieties, Mathematische Zeitschrift, 290 (2018), 953-972. arXiv:1211.5798 [math.RT],

  10. Mariusz Kaniecki, Justyna Kosakowska and Markus Schmidmeier, Operations on Arc Diagrams and Degenerations for Invariant Subspaces of Linear Operators. Part II , Communications in Algebra 46 (2018), 2243-2263, arXiv:1609.09042 [math.RT]

  11. Justyna Kosakowska and Markus Schmidmeier, Box moves on Littlewood–Richardson tableaux and an application to invariant subspace varieties, Journal of Algebra 491 (2017), 241-264

  12. Mariusz Kaniecki, Justyna Kosakowska, Piotr Malicki and Grzegorz Marczak, A horizontal mesh algorithm for posets with positive Tits form, Algebra and Discrete Mathematics 22 (2016), 240-261.

  13. Justyna Kosakowska and Markus Schmidmeier, Operations on arc diagrams and degenerations for invariant subspaces of linear operators, Tran. Amer. Math. Soc. 367, (2015), 5475-5505, arXiv: arXiv:1202.2813v1 [math.RT],

  14. Mariusz Kaniecki, Justyna Kosakowska, Piotr Malicki and Grzegorz Marczak, A horizontal mesh algorithm for a class of edge-bipartite graphs and their matrix morsifications, Fundamenta Informaticae 136 (2015), 345-379,

  15. Justyna Kosakowska and Markus Schmidmeier, Varieties of invariant subspaces given by Littlewood-Richardson tableaux, Oberwolfach Preprint, OWP 2014-01,

  16. Justyna Kosakowska and Markus Schmidmeier, Arc diagram varieties, Contemporary Mathematics series of the AMS, 607 , 2014, arXiv:1211.5798 [math.RT],

  17. Justyna Kosakowska, Inflation algorithms for positive and principal edge-bipartite graphs and unit quadratic forms , Fundamenta Informaticae 19(2) (2012), 149-162,

  18. Justyna Kosakowska, Generic extensions of nilpotent k[T]-modules, monoids of partitions and constant terms of Hall polynomials, Coll. Math. 128 (2012), 253-261, arXiv:1109.2402 [math.RT]

  19. Stanisław Kasjan and Justyna Kosakowska, On Lie algebras associated with representation directed algebras, Journal of Pure and Applied Algebra 214(2010), 678-688, arXiv:0902.3348v1 [math.RT]i,

  20. Justyna Kosakowska, Prinjective Ringel-Hall algebras for posets of finite prinjective type , Acta Mathematica Sinica, English Series, 25(2009), 1183-1190.

  21. Justyna Kosakowska, Ringel-Hall algebras of hereditary pure-semisimple coalgebras , Coll. Math. 115(2009), 65-85.

  22. Justyna Kosakowska, Lie algebras associated with quadratic forms and their applications to Ringel-Hall algebras, Algebra and Discrete Math. 4 (2008), 49-79.

  23. Justyna Kosakowska and Daniel Simson, Bipartite coalgebras and a reduction functor for coradical square complete coalgebras , Coll. Math. 112(2008), 89-129,

  24. Justyna Kosakowska, A specialization of prinjective Ringel-Hall algebra and the associated Lie algebra , Acta Mathematica Sinica, English Series, 24(2008), 1687-1702.

  25. Justyna Kosakowska, The existence of Hall polynomials for posets of finite prinjective type, Journal of Algebra, 308 (2007), 654-665, DOI 10.1016/j.algebra.2006.08.027.

  26. Justyna Kosakowska, Generic extensions of prinjective modules, Algebras and Representations Theory, (2006) 9: 557-568.

  27. Justyna Kosakowska and Daniel Simson, Hereditary coalgebras and representations of species, Journal of Algebra, 293 (2005), 457-505,

  28. Justyna Kosakowska, Degenerations in a class of matrix varieties and prinjective modules, Journal of Algebra, 263 (2003), 262-277.

  29. Justyna Kosakowska, Sincere posets of finite prinjective type with three maximal elements and their sincere prinjective representations, Coll. Math. 93 (2002), 155-208.

  30. Justyna Kosakowska, A classification of sincere two-peak posets of finite prinjective type and their sincere prinjective modules, Coll. Math. 37 (2001), 27-77.

  31. Justyna Kosakowska, Indecomposable sincere prinjective modules over multipeak sincere posets of finite prinjective type with at least four maximal elements, Proceedings of International Conference in Representation Theory of Algebras, (Beijing, August 2000), 2002, 253-291.

  32. Justyna Kosakowska and Daniel Simson, Posets of infinite prinjective type and embeddings of Kronecker modules into the category of prinjective peak I-spaces, Comm. Algebra 28(1) (2000), 151-181,

  33. Justyna Kosakowska and Daniel Simson, On Tits form and prinjective representations of posets of finite prinjective type, Comm. Algebra, 26 (1998), 1613-1623,