Completeness theorems for σ–additive probabilistic semantics von Ikodinović, Nebojša, Ognjanović, Zoran, Perović, Aleksandar, Rašković, Miodrag

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Completeness theorem for probability models with finitely many valued measure von Rašković, Miodrag, Djordjević, Radosav, Stojanović, Nenad

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Measures of inconsistency and defaults von Doder, Dragan, Rašković, Miodrag, Marković, Zoran, Ognjanović, Zoran

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Hierarchies of probabilistic logics von Ikodinovic, Nebojsa, Ognjanovic, Zoran, Perovic, Aleksandar, Raskovic, Miodrag

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On Evaluations of Propositional Formulas in Countable Structures von Perović, Aleksandar, Doder, Dragan, Ognjanović, Zoran, Rašković, Miodrag

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A logic with approximate conditional probabilities that can model default reasoning von Rašković, Miodrag, Marković, Zoran, Ognjanović, Zoran

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Finitely additive probability measures on classical propositional formulas definable by Gödel's t-norm and product t-norm von PEROVIC, Aleksandar, OGNJANOVIC, Zoran, RASKOVIC, Miodrag, RADOJEVIC, Dragan

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Some first-order probability logics von Ognjanovic, Zoran, Raškovic, Miodrag

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A propositional probabilistic logic with discrete linear time for reasoning about evidence von Ognjanović, Zoran, Marković, Zoran, Rašković, Miodrag, Doder, Dragan, Perović, Aleksandar

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A first-order probabilistic logic with approximate conditional probabilities von Ikodinovi , N., Ra kovi , M., Markovi , Z., Ognjanovi , Z.

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Logics with the Qualitative Probability Operator von Ognjanovic, Z., Perovic, A., Raskovic, M.

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A Probabilistic Temporal Logic That Can Model Reasoning about Evidence von Doder, Dragan, Marković, Zoran, Ognjanović, Zoran, Perović, Aleksandar, Rašković, Miodrag

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Some probability logics with new types of probability operators von Ognjanovic, Z, Raskovic, M

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Completeness theorem for a logic with imprecise and conditional probabilities von Ognjanovic, Zoran, Markovic, Zoran, Raskovic, Miodrag

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Qualitative Possibilities and Necessities von Perović, Aleksandar, Ognjanović, Zoran, Rašković, Miodrag, Marković, Zoran

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Completeness theorem for propositional probabilistic models whose measures have only finite ranges von Dordevic, Radosav, Raskovic, Miodrag, Ognjanovic, Zoran

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Hierarchies of probabilistic logics: Weighted Logics for Artificial Intelligence von IKODINOVIC, Nebojsa, OGNJANOVIC, Zoran, PEROVIC, Aleksandar, RASKOVIC, Miodrag

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A Logic with Conditional Probabilities von RASKOVIC, Miodrag, OGNJANOVIC, Zoran, MARKOVIC, Zoran

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Finitely additive probability measures on classical propositional formulas definable by Goedel's t-norm and product t-norm von Perovic, Aleksandar, Ognjanovic, Zoran, Raskovic, Miodrag, Radojevic, Dragan

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A Probabilistic Logic with Polynomial Weight Formulas von Perović, Aleksandar, Ognjanović, Zoran, Rašković, Miodrag, Marković, Zoran

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