Another look on tense and related operators

M. Botur, J. Paseka, R. Smolka
Algebra universalis, to appear

Quantum logics that are symmetric-difference-closed

D. Burešová, P. Pták
International Journal of Theoretical Physics, 60 (2021) 3919-3926
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Locally finite orthomodular lattices

D. Burešová, P. Pták
Mathematica Slovaca, to appear
arXiv link

An algebraic analysis of implication in non-distributive logics

I. Chajda, K. Emir, D. Fazio, H. Länger, A. Ledda, J. Paseka
Journal of Logic and Computation (2020)
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Algebraic properties of paraorthomodular posets

I. Chajda, K. Emir, D. Fazio, H. Länger, A. Ledda, J. Paseka
Logic Journal of the IGPL (2021)
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Sublattices and Δ-blocks of orthomodular posets

I. Chajda, H. Länger
Journal of Logic and Computation 30 (2020), 1401-1423
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The logic induced by effect algebras

I. Chajda, R. Halaš, H. Länger
Soft Computing 24 (2020), 14275-14286
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Extensions of posets with an antitone involution to residuated structures

I. Chajda, M. Kolařík, H. Länger
Fuzzy Sets and Systems 425 (2021), 169-175
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Orthomodular and skew orthomodular posets

I. Chajda, M. Kolařík, H. Länger
Symmetry 15 (2023), 810-823
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Consistent posets

I. Chajda, H. Länger
Soft Computing 25 (2021), 9765-9772
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Filters and congruences in sectionally pseudocomplemented lattices and posets

I. Chajda, H. Länger
Soft Computing 25 (2021), 8827-8837
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Sectionally pseudocomplemented posets

I. Chajda, H. Länger, J. Paseka
Order 38 (2021), 527-546
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Sheffer operation in relational systems

I. Chajda, H. Länger
Soft Computing 26 (2022), 89-97
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The logic of orthomodular posets of finite height

I. Chajda, H. Länger
Logic Journal of the IGPL 30 (2022), 143-154
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Logical and algebraic properties of generalized orthomodular posets

I. Chajda, H. Länger
Mathematica Slovaca 72 (2022), 275-286
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Implication in finite posets with pseudocomplemented sections

I. Chajda, H. Länger
Soft Computing 26 (2022), 5945-5953
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Residuation in twist products and pseudo-Kleene posets

I. Chajda, H. Länger
Math. Bohemica 147 (2022), 369-383. article tag

Integration in semirings

I. Chajda, H. Länger
Asian-European J. Math. 15 (2022), 2250222 (11 pp.) article tag

Kleene posets and pseudo-Kleene posets

I. Chajda, H. Länger
Miskolc Math. Notes Vol. 23 No. 1 (2022), 155-174. article tag

Conditions forcing the existence of relative complements in lattices and posets

I. Chajda, H. Länger
Math. Slovaca 73 (2023), 15-24. article tag

Extensions and congruences of partial lattices

I. Chajda, H. Länger
Math. Slovaca 73 (2023), 289-304. article tag

Algebraic properties of paraorthomodular posets

I. Chajda, D. Fazio, H. Länger, A. Ledda, J. Paseka
Logic J. IGPL 30 (2022), 840-869. article tag

Constructions of Kleene lattices

I. Chajda, H. Länger, J. Paseka
Proc. 2022 IEEE 52th Internat. Symp. Multiple-Valued Logic, Springer (2022), 88-93
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n-dimensional observables on k-perfect MV-algebras and k-perfect effect algebras. I. Characteristic points

A. Dvurečenskij, D. Lachman
Fuzzy Sets and Systems 442 (2022), 1-16
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n-dimensional observables on k-perfect MV-algebras and k-perfect effect algebras. II. One-to-one correspondence

A. Dvurečenskij, D. Lachman
Fuzzy Sets and Systems 442 (2022), 17-42
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Linear orthogonality spaces as a new approach to quantum logic

K. Emir, D. Kruml, J. Paseka, T. Vetterlein
Proc. 2021 IEEE 51th Internat. Symp. Multiple-Valued Logic, Springer (2021), 33-38
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A Characterisation of Orthomodular Spaces by Sasaki Maps

B. Lindenhovius, T. Vetterlein
Int J Theor Phys 62, 59 (2023)
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Orthosystems of submodules of a module

M. Matoušek, P. Pták,
Communications in Algebra, to appear

A geometric approach to Wigner-type theorems

M. Pankov, T. Vetterlein
Bull. London Math. Soc. 53 (2021), 1653-1662
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Categories of orthogonality spaces

J. Paseka, T. Vetterlein
J. Pure Appl. Algebra 226 (2022), 106859, 22 p.
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Normal orthogonality spaces

J. Paseka, T. Vetterlein
J. Math. Anal. Appl. 507 (2022), 125730, 17 p.
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Gradual transitivity in orthogonality spaces of finite rank

T. Vetterlein
Aequat. Math. 95 (2021), 483-503
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Transitivity and homogeneity of orthosets and inner-product spaces over subfields of R

T. Vetterlein
Geom. Dedicata 216:36 (2022), 24 p.
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