PUBLICATIONS  --  Lia Vas

 

  • G. Aranda Pino, L. Vas, Noetherian Leavitt path algebras and their regular algebras, submitted for publication.
  • E. Akalan, L. Vas, Classes of almost clean rings, Algebras and Representation Theory, in print (paper-pdf).
  • L. Vas, Strongly semihereditary rings and rings with dimension, Algebras and Representation Theory, in print (paper-pdf).
  • G. Aranda Pino, K. M. Rangaswami, L. Vas, *-regular Leavitt path algebras of arbitrary graphs, Acta Math. Sinica (Engl. Ser.), in print (paper-pdf).
  • L. Vas, *-Clean Rings; Cleanness of Some Baer *-rings and von Neumann Algebras, Journal of Algebra, 324 (2010), no. 12, 3388 – 3400 (paper-pdf).
  • L. Vas, T. P. Enright, Generalization of Cross Product to Higher Dimensions Using Geometric Approach, For the Learning of Mathematics, 30 (2), (2010) 24 – 25 (paper-pdf).
  • L. Vas, C. Papachristou, A note on (α, β)-higher derivations and their extensions to modules of quotients, Proceedings of the International Conference on Ring and Module Theory, Ankara, Turkey, August 2008; Ring and Module theory, Trends in Mathematics, Birkhäuser Verlag Basel, Switzerland, (2010) 165 – 174 (paper-pdf).
  • L. Vas, Perfect Symmetric Rings of Quotients, Journal of Algebra and its Applications, 8 (2009), no. 5, 689 – 711 (paper-pdf).
  • L. Vas, Extending ring derivations to right and symmetric rings and modules of quotients, Communications in Algebra, 37 (2009) no. 3, 794 – 810 (paper-pdf).
  • L. Vas, Extending higher derivations to rings and modules of quotients, International Journal of Algebra, 2 (2008) no. 15, 711 – 731.  (paper-pdf).
  • L. Vas, Torsion Theories for Algebras of Affiliated Operators of Finite von Neumann Algebras, Rocky Mountain Journal of Mathematics, 37 (2007), no. 6, 2053 – 2075 (paper-pdf).
  • L. Vas, Semisimplicity and Global Dimension of a Finite von Neumann Algebra, Mathematica Bohemica 132 (2007), no. 1, 13 – 26 (paper-pdf).
  • L. Vas, Differentiability of Torsion Theories, Journal of Pure and Applied Algebra 210 (2007) no. 3, 847 – 853 (paper-pdf).
  • J. Ding, D. Mundici, D. S. Passman, J. B. Srivastava, L. Vas, Open  Problems, Proceedings of The Conference on Algebra and its Applications, Contemporary Mathematics 419 (2006) 307 – 319.
  • L. Vas, A Simplification of Morita's Construction of Total Right Rings of Quotients for a Class of Rings, Journal of Algebra 304 (2006), no. 2, 989 – 1003 (paper-pdf).
  • L. Vas, Class of Baer *-rings Defined by a Relaxed Set of Axioms, Journal of Algebra 297 (2006), no. 2, 470 – 473 (paper-pdf).
  • L. Vas, Dimension and Torsion Theories for a Class of Baer *-Rings, Journal of Algebra 289 (2005), no. 2, 614 – 639 (paper-pdf).
  • L. Vas, Torsion Theories for Finite von Neumann Algebras, Communications in Algebra 33 (2005), no. 3, 663 – 688 (paper-pdf).
  • L. Vas, Torsion Theories for Group von Neumann Algebras, Dissertation, University of Maryland , College Park (2002). (abstract-pdf)
  • Kovacevic, N. Ralevic, L. Vas, Uvod u Matematicku Analizu (Introduction to Mathematical Analysis), textbook, Univ. of Novi Sad , Yugoslavia , 1998.          
  • D. Masulovic, L. Vas , A software support to exploration of multialgebras and algebras of complexes with small cardinalities, Proc. of the 10th Conf. on Applied Math., Novi Sad, Yugoslavia, 1996.
  • L. Vas, R. Madarasz, A note about multi-algebras, power algebras and identities, Proc. of the 9th Conf. on Applied Math., Novi Sad , Yugoslavia , 1995.