Results 211 to 220 of about 42,595 (245)
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ACM SIGCSE Bulletin, 1993
This is a report on the second of a two course sequence in discrete mathematics taught at Ithaca College. The course covers three topics, combinatorics, finite state automata and regular languages and verification theory, and is a prerequisite for a theoretical course in computer science.
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This is a report on the second of a two course sequence in discrete mathematics taught at Ithaca College. The course covers three topics, combinatorics, finite state automata and regular languages and verification theory, and is a prerequisite for a theoretical course in computer science.
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Topology for discrete mathematics
Mathematics and Theoretical Computer ScienceA series of results is presented on the problem of the existence and the uniqueness of extensions of continuous mappings on topological spaces.
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1991
Computing developed as a branch of mathematics, only to drift away from this home as computer science diverged towards more general topics such as the theory of how a computer works. Recently the emphasis has become more mathematical and the new disciplines of software engineering and information technology have emerged.
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Computing developed as a branch of mathematics, only to drift away from this home as computer science diverged towards more general topics such as the theory of how a computer works. Recently the emphasis has become more mathematical and the new disciplines of software engineering and information technology have emerged.
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2019
The training guide is devoted to the presentation of the foundations of discrete mathematics. The main sections are presented: theories of sets, mathematical logic, relations, formal systems, algorithms, algebras, combinatorics, graphs, fractal sets. The theoretical material is illustrated by a large number of examples.
Nadezhda Sokolova, Viktor Hodakov
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The training guide is devoted to the presentation of the foundations of discrete mathematics. The main sections are presented: theories of sets, mathematical logic, relations, formal systems, algorithms, algebras, combinatorics, graphs, fractal sets. The theoretical material is illustrated by a large number of examples.
Nadezhda Sokolova, Viktor Hodakov
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Mastery-Based Testing to Promote Learning: Experiences with Discrete Mathematics
Primus, 2020Jean Marie Linhart
exaly
Synergies in Analysis, Discrete Mathematics, Soft Computing and Modelling
Forum for Interdisciplinary Mathematics, 2023exaly