"1653;1660" . . "Ordinal theory of resolution threshold" . . "Ordin\u00E1ln\u00ED teorie nerozli\u0161itelnosti"@cs . . "In behaviour sciences data describing the knowledge, which reflected indistinguishableness and preferences frequently, violate transitivity. In the paper several approaches to no transitive data representation using binary preference relations, that can be precedes by information technique means are described and compared. The ordinal theory for representation of thresholds between indistinguishableness and possibility of resolution is proposed. Several theorems that clarify the possible types of thresholds and elucidate the relationships between the thresholds and relation theory of quasiorder, semiorder and (linear) order preference relations are proved. The presented theory can be use for soft systems representation by appropriate models for data processing techniques."@en . . . . "Agr\u00E1rn\u00ED perspektivy XVI" . . "Ordin\u00E1ln\u00ED teorie nerozli\u0161itelnosti"@cs . "In behaviour sciences data describing the knowledge, which reflected indistinguishableness and preferences frequently, violate transitivity. In the paper several approaches to no transitive data representation using binary preference relations, that can be precedes by information technique means are described and compared. The ordinal theory for representation of thresholds between indistinguishableness and possibility of resolution is proposed. Several theorems that clarify the possible types of thresholds and elucidate the relationships between the thresholds and relation theory of quasiorder, semiorder and (linear) order preference relations are proved. The presented theory can be use for soft systems representation by appropriate models for data processing techniques." . "1"^^ . "RIV/60460709:41110/07:19975" . . . "Z(MSM6046070904)" . "978-80-213-1675-1" . "Neuvedeno, 0" . "Ordinal theory of resolution threshold" . . "439979" . "\u010Cesk\u00E1 zem\u011Bd\u011Blsk\u00E1 univerzita v Praze" . . "41110" . "1"^^ . "Praha" . . "Praha" . "Ordinal theory of resolution threshold"@en . "Ordinal theory of resolution threshold"@en . "[C809D2BE9AEE]" . . . "Van\u00ED\u010Dek, Ji\u0159\u00ED" . "8"^^ . . "2007-09-18+02:00"^^ . . . . . . "In behaviour sciences data describing the knowledge, which reflected indistinguishableness and preferences frequently, violate transitivity. In the paper several approaches to no transitive data representation using binary preference relations, that can be precedes by information technique means are described and compared. The ordinal theory for representation of thresholds between indistinguishableness and possibility of resolution is proposed. Several theorems that clarify the possible types of thresholds and elucidate the relationships between the thresholds and relation theory of quasiorder, semiorder and (linear) order preference relations are proved. The presented theory can be use for soft systems representation by appropriate models for data processing techniques."@cs . "threshold, indistinguishableness, preference relation, order, quasiorder, semiorder, interval order"@en . "RIV/60460709:41110/07:19975!RIV08-MSM-41110___" .