Ideals and quotients in lattice ordered effect algebras. - Gejza Jenca; Sylvia Pulmannová (Soft Comput., 2001)

Finite homogeneous and lattice ordered effect algebras. - Gejza Jenca (Discret. Math., 2003)

Boolean algebras R-generated by MV-effect algebras. - Gejza Jenca (Fuzzy Sets Syst., 2004)

A Representation Theorem for MV-algebras. - Gejza Jenca (Soft Comput., 2007)

The category of MV-pairs. - Antonio Di Nola; Michal Holcapek; Gejza Jenca (Log. J. IGPL, 2009)

Sharp and Meager Elements in Orthocomplete Homogeneous Effect Algebras. - Gejza Jenca (Order, 2010)

0-homogeneous effect algebras. - Gejza Jenca (Soft Comput., 2010)

Extensions of Witness Mappings. - Gejza Jenca (Order, 2012)

Effect algebras, witness pairs and observables. - Gejza Jenca (TACL, 2013)

Congruences generated by ideals of the compatibility center of lattice effect algebras. - Gejza Jenca (Soft Comput., 2013)

Linear extensions and order-preserving poset partitions. - Gejza Jenca; Peter Sarkoci (J. Comb. Theory A, 2014)

Effect Algebras are the Eilenberg-Moore Category for the Kalmbach Monad. - Gejza Jenca (Order, 2015)

Editorial of FSTA 2014. - Gejza Jenca; Jiri Kupka; Radko Mesiar (Fuzzy Sets Syst., 2016)

A note on unitizations of generalized effect algebras. - Gejza Jenca (Soft Comput., 2016)

Effect Algebras as Presheaves on Finite Boolean Algebras. - Gejza Jenca (Order, 2018)

Pseudo effect algebras are algebras over bounded posets. - Gejza Jenca (Fuzzy Sets Syst., 2020)

Orthomodular posets are algebras over bounded posets with involution. - Gejza Jenca (Soft Comput., 2022)

Quantum Suplattices. - Gejza Jenca; Bert Lindenhovius (QPL, 2023)

Orthogonality Spaces Associated with Posets. - Gejza Jenca (Order, 2023)