29 results on '"Niederle, Josef"'
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2. Triple Representation Theorem for orthocomplete homogeneous effect algebras
3. Homogeneous orthocomplete effect algebras are covered by MV-algebras
4. More about sharp and meager elements in Archimedean atomic lattice effect algebras
5. Forbidden retracts for finite ordered sets of width at most four
6. Strengthened fixed point property and products in ordered sets
7. (168) Proposal to amend the Code by changing the definition of autonyms
8. (149–150) Proposals to amend Art. 30 by adding a condition of effective publication and an associated Recommendation
9. (140) Proposal to amend Art. 23 by adding examples of correct usage of Latin compounds
10. (021) Proposal to amend Art. 9.10 to fill a logical gap
11. (081-082) Proposals to change the concept of autonyms
12. On automorphism groups of planar lattices
13. On equalizers in the category of frames with weakly open homomorphisms
14. On $Z$-continuous tolerances of $Z$-distributive lattices
15. Natural generalization of some lattice theory concepts to partially ordered sets
16. Notes on lattices of frame tolerances
17. Transitivity of principal tolerances is not a Mal'cev property
18. Frame tolerances are directly decomposable
19. The correct name for Pulsatilla scherfelii (P. alba auct.) at subspecific level within P. alpina.
20. The correct name for Pulsatilla scherfelii(P. albaauct.) at subspecific level within P. alpina
21. The category of nonindexed algebras and weak homomorphisms
22. On existence conditions for compatible tolerances
23. A characterization of finite posets of the width at most three with the fixed point property
24. On completely meet-irreducible elements in compactly generated lattices
25. Completely meet-irreducible tolerances in distributive Noetherian lattices
26. Decomposability conditions for compatible relations
27. Conditions for transitive principal tolerances
28. (009-011) Proposals to amend Art. 9 etc. to clarify the meaning of "protologue".
29. (168) Proposal to amend the Codeby changing the definition of autonyms
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