PAPERS

1. JENČA, G.: A note on ideals in generalized effect algebras, Tatra Mountains Mathematical Publications 16 (1999), pp.81-85.

2. JENČA,G.: Sheaf representations of partial abelian monoids, Journal of Electrical Engineering 50 (1999), No.10/s, pp.66-70.

3. JENČA,G. - RIEČANOVÁ,Z.: On sharp elements in lattice ordered effect algebras, BUSEFAL 80 (1999), pp.24-29.

4. JENČA, G.: Notes on R1 - ideals in partial abelian monoids, Algebra Universalis, 43 (2000), pp. 307-319.

5. JENČA, G.: Subcentral Ideals in Generalized Effect Algebras, International Journal of Theoretical Physics,vol. 39 (2000), No.3, pp.745-756.

6. JENČA, G.- RIEČANOVÁ, Z.: A Survey on Sharp Elements in Unsharp Quantum Logics, Journal of Electrical Engineering, vol.52 (2001), No.7-8, 237-239.

7. JENČA, G.: Blocks of Homogeneous Effect Algebras, Bull.Austral.Math.Soc., vol.64 (2001), 81-98.

8. JENČA, G.- PULMANNOVÁ, S.: Ideals and Quotients in Lattice Ordered Effect Algebras, Soft Computing, 5 (2001), 376-380.

9. JENČA,G., PULMANNOVÁ,S.: Quotients of Partial Abelian Monoids and the Riesz Decomposition Property, Algebra univers, 47 (2002), pp.433 - 477.

10. JENČA,G., MARINOVÁ,I., RIEČANOVÁ,Z.: Central elements, blocks and sharp elements of lattice effect algebras, Proceeedings of the third seminar Fuzzy sets and Quantum structures, May 2002, Vyhne, Pub. STU Bratislava 2003, pp.28-33.

11. JENČA,G.: A Cantor-Bernstein Type Theorem for Effect Algebras, Algebra Universalis 48 (2002) pp. 399-411.

12. JENČA,G.: Finite Homogenous and Lattice Ordered Effect Algebras, Discrete Mathematics 272 (2003), pp. 197-214.

13. JENČA,G., PULMANNOVÁ,S.: Orthocomplete Effect Algebras, Proceedings of the American Mathematical Society 131 (2003), No.9, pp. 2663-2671.

14. JENČA, G.: Boolean Algebras R-generated by MV-effect Algebras, Fuzzy Sets and Systems 145 (2004), pp.279-285.