Abstract. The exogenous semantics approach to enriching a logic consists in defining each model in the enrichment as a set of models in the original logic plus some relevant structure. We illustrate the approach by probabilizing classical propositional logic, including a novel global propositional logic. A model of the probability logic is a probability space where the outcomes are classical valuations. A model of the global propositional logic is simply a set of classical valuations. Syntactically, probabilities appear as constructors of new terms from classical formulas. Soundness and completeness results are proved for the calculi of both logics. A simple zero-knowledge protocol is used to illustrate the capabilities of the proposed prob...
Most of the work on quantum logic (since the seminal paper [4]) has continued to adopt the lattice o...
In this report we define a probabilistic extension for a basic terminological knowledge representati...
In this report we define a probabilistic extension for a basic terminological knowledge representati...
The propositional language extended by two families of unary propositional probability operators and...
We propose a general scheme for adding probabilistic reasoning capabilities to a wide variety of kno...
AbstractThe paper presents the proof-theoretical approach to a probabilistic logic which allows expr...
The probability theory is a well-studied branch of mathematics, in order to carry out formal reasoni...
I examine the idea of incorporating probability into logic for a logic of practical reasoning. I int...
AbstractWe define a logic EpCTL for reasoning about the evolution of probabilistic systems. System s...
1 Uncertain knowledge can be modeled by using graded probabilities rather than binary truth-values, ...
This paper proposes a common framework for various probabilistic logics. It consists of a set of unc...
This paper proposes a common framework for various probabilistic logics. It consists of a set of unc...
Constructive processes play an important role in knowledge representation. Indeed, there are many f...
In the nineteen sixties seminal work was done by Gaifman and then Scott and Krauss in adapting the c...
AbstractThis article presents a probabilistic logic whose sentences can be interpreted as asserting ...
Most of the work on quantum logic (since the seminal paper [4]) has continued to adopt the lattice o...
In this report we define a probabilistic extension for a basic terminological knowledge representati...
In this report we define a probabilistic extension for a basic terminological knowledge representati...
The propositional language extended by two families of unary propositional probability operators and...
We propose a general scheme for adding probabilistic reasoning capabilities to a wide variety of kno...
AbstractThe paper presents the proof-theoretical approach to a probabilistic logic which allows expr...
The probability theory is a well-studied branch of mathematics, in order to carry out formal reasoni...
I examine the idea of incorporating probability into logic for a logic of practical reasoning. I int...
AbstractWe define a logic EpCTL for reasoning about the evolution of probabilistic systems. System s...
1 Uncertain knowledge can be modeled by using graded probabilities rather than binary truth-values, ...
This paper proposes a common framework for various probabilistic logics. It consists of a set of unc...
This paper proposes a common framework for various probabilistic logics. It consists of a set of unc...
Constructive processes play an important role in knowledge representation. Indeed, there are many f...
In the nineteen sixties seminal work was done by Gaifman and then Scott and Krauss in adapting the c...
AbstractThis article presents a probabilistic logic whose sentences can be interpreted as asserting ...
Most of the work on quantum logic (since the seminal paper [4]) has continued to adopt the lattice o...
In this report we define a probabilistic extension for a basic terminological knowledge representati...
In this report we define a probabilistic extension for a basic terminological knowledge representati...