. . "Homomorfismy usm\u011Brn\u011Bn\u00FDch poset\u016F"@cs . . . "Homomorphisms of directed posets" . "Homomorphisms of directed posets"@en . "Asian-European Journal of Mathematics" . . . . "1" . . . . "Z(MSM6198959214)" . . "Homomorphisms of directed posets"@en . "RIV/61989592:15310/08:00005675" . "1" . "Pojem SL-homomorfismu je modifikov\u00E1n pro usm\u011Brn\u011Bn\u00E9 posety. Jeliko\u017E ka\u017Edy usm\u011Brn\u011Bn\u00FD poset lze vyjad\u0159it alternativn\u011B jako direktoid, je zkoum\u00E1n vztah mezi homomorfismy a kongruencemi na usm\u011Brn\u011Bn\u00FDch posetech a na direktoidech."@cs . . . . "Chajda, Ivan" . "We modify the concept of SL-homomorphism by K.P: Shum, P. Zhu and N. Kehayopulu [7] for directed posets. Since every directed poset can be converted into an algebra called a directoid, we investigate the relationship between our homomorphismsand these of directoids. We point out that no modification of SL-congruences is necessary since congruences induced by our homomorphisms are just that of directoids." . "Directed poset; \u03B4-homomorphism; SL-homomorphism; directoid; congruence; semilattice"@en . . "1793-5571" . "RIV/61989592:15310/08:00005675!RIV09-MSM-15310___" . "1"^^ . . . "We modify the concept of SL-homomorphism by K.P: Shum, P. Zhu and N. Kehayopulu [7] for directed posets. Since every directed poset can be converted into an algebra called a directoid, we investigate the relationship between our homomorphismsand these of directoids. We point out that no modification of SL-congruences is necessary since congruences induced by our homomorphisms are just that of directoids."@en . "Homomorfismy usm\u011Brn\u011Bn\u00FDch poset\u016F"@cs . "7"^^ . "1"^^ . "15310" . "370617" . "Homomorphisms of directed posets" . "SG - Singapursk\u00E1 republika" . . "[B115D6F0948E]" .