Propositional Dynamic Logic (Stanford Encyclopedia of Philosophy)Corners cover hot and important frontline topics. Submissions that fall into the scope of the corners are invited - full descriptions of the corners are given below. Electronic submissions in pdf format should be sent to Jane Spurr jane janespurr. Of clear and even defining importance in the study of such evolving systems is the concept of behavior and related notions such as invariance and observational in distinguishability. The emergence of Universal Coalgebra as a general theory of state-based systems explains the increasing interest in the development and study of languages and deductive systems for specifying and reasoning about behaviour at a coalgebraic level of generality. Many of these coalgebraic logics share or generalize interesting features of modal logics, and as a consequence, Coalgebraic Logic is not only the natural meeting ground of Logic and Coalgebra, but also an exciting new application area of modal logic. Algebraic Logic, on the other hand, the study of logics by algebraic tools and techniques, is the natural interface of Logic and Universal Algebra.
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Logic in computer science
Logic in computer science covers the overlap between the field of logic and that of computer science. The topic can essentially be divided into three main areas:. Logic plays a fundamental role in computer science. Some of the key areas of logic that are particularly significant are computability theory formerly called recursion theory , modal logic and category theory. The theory of computation is based on concepts defined by logicians and mathematicians such as Alonzo Church and Alan Turing. Shaw, and Herbert Simon in One of the things that a logician does is to take a set of statements in logic and deduce the conclusions additional statements that must be true by the laws of logic.
System biology provides the basis to understand the behavioral properties of complex biological organisms at different levels of abstraction. Traditionally, analysing systems biology based models of various diseases have been carried out by paper-and-pencil based proofs and simulations. However, these methods cannot provide an accurate analysis, which is a serious drawback for the safety-critical domain of human medicine. In order to overcome these limitations, we propose a framework to formally analyze biological networks and pathways. In particular, we formalize the notion of reaction kinetics in higher-order logic and formally verify some of the commonly used reaction based models of biological networks using the HOL Light theorem prover. Furthermore, we have ported our earlier formalization of Zsyntax, i.
This idea stems from the line of works by Engeler , Hoare , Yanov , and others who formulated and studied logical languages in which the properties of program connectives can be expressed.
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Sign In. Access provided by: anon Sign Out. Logic in computer science: tool-based modeling and reasoning about systems Abstract: Recent years have brought about the development of powerful tools for verifying specifications of hardware and software systems. This necessitates the availability of a basic formal training that allows undergraduate students to gain sufficient proficiency in using and reasoning with such tool-animated frameworks. We present an existing course, "Logical Foundations of Programming", that aims at meeting these educational goals.
Journals Systems Biology. Uluseker, J. Torres-Bacete, J. Garcia, M. Hancyzc, Juan Nogales, O.