Titlebook: Relations and Kleene Algebra in Computer Science; 11th International C Rudolf Berghammer,Ali Mohamed Jaoua,Bernhard M?lle Conference procee

Fatten

Modalities, Relations, and Learning,sely related. Finally, we give an interpretation of logic programs as approximations of hypotheses..It is demonstrated that at a certain level of abstraction all these methods unify into one and the same formalisation which nicely connects to multimodal operators.

glowing

PATRI

A Semiring Approach to Equivalences, Bisimulations and Control,and only a one-sorted algebra is used. This makes the theory suitable for fully automated first-order proof systems. As a small application we show how to use the algebra to construct a simple control policy for infinite-state transition systems.

Spinal-Fusion

Knowledge and Structure in Social Algorithms,fer. There are exceptions to this rule of course, especially starting with the work of Aumann [2], and with contributions made by ourselves with coauthors Cogan, Krasucki and Pacuit [17,13]. But we have still only scratched the surface and there is still a lot more that can be done. In this paper we

明確

Computational Social Choice Using Relation Algebra and ,,. Using one leading example throughout the text, we subsequently show how the . ?tool may be used to compute and visualize minimal winning coalitions, swingers of a given coalition, vulnerable winning coalitions, central players, dominant players, Banzhaf power indices of the different players, Hoed

防止

A Model of Internet Routing Using Semi-modules, need better formal models to capture the complexities of Internet routing. In this paper we develop an algebraic model that clarifies the distinction between . and .. We hope that this suggests new approaches to the design of routing protocols.

生氣地

glomeruli

惰性氣體

,?-Continuous Idempotent Left Semirings and Their Ideal Completion,tinuous idempotent left semiring, we introduce a notion of ?-ideals. Then, we show that the set of ?-ideals of a ?-continuous idempotent left semiring forms a D-continuous idempotent left semiring and the construction satisfies a universal property.

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