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	Podmiňování domnění v DSmT Daniel, Milan Basic notions from both Dempster-Shafer theory and DSmT (Dezert-Smarandache theory) are briefly reminded, followed by a recapitulation of the existing results on DSm conditioning. Analogically to the analysis of belief conditioning in the classical case, the existing DSm belief conditioning rules (BCRs) are analysed and the new generalized plain BCR is defined, a general formula for DSm BCRs is presented, and the general DSm BCR is defined. Further, the negative conditioning in the lattice based DSm approach is introduced, the negative plain and negative Dempster's BCRs are defined and first results of these new rules are presented. Finally a wide area of open problems of negative DSm belief conditioning and its relation to positive conditioning is sketched. Detailed record
	Relation of Dempster-Shafer and DSm Theories Daniel, Milan Detailed record
	Co je to Hybridní DSm Pravidlo pro kombinování domněnkových funkcí? Daniel, Milan This contribution is dealing with DSm theory of belief functions. Two different versions of hybrid DSm combination rule are presented. Inconsistencies of the newer version are observed and its corrections are suggested. New DSmH rules, which produce more specified results are suggested, and a schema, which covers a large family of combination rules derived from the generalized conjunctive combination rule, is presented. Detailed record
	Zobecnění klasických pravidel pro kombinování domněnkových funkcí Daniel, Milan The Dempster's rule, Yager's rule and Dubois-Prade's rule for belief functions combination are generalized to be aplicable to hyper-power sets from the DSm theory. A comparison of the rules with DMs rule of combination is presented. Detailed record

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