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Algebra and Discrete Mathematics
2004A proposition is the mental reflection of a fact, expressed as a sentence in a natural or artificial language. Every proposition is considered to be true or false.
Gerhard Musiol +3 more
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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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Discrete mathematics in industry
Mathematica Applicanda, 2011There are so many discrete mathematical problems arising from all industrial sectors that it is difficult to know how to begin to classify them. Naturally they often involve some continuous aspect as well, arising from time or space or the physical variables in the real-world problem.
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Invitation to Discrete Mathematics
1998Abstract This book is a clear and self-contained introduction to discrete mathematics, and in particular to combinatorics and graph theory. Aimed at undergraduates and early graduate students in mathematics and computer science, it is written with the goal of stimulating interest in mathematics and encourages an active, problem-solving ...
Jirří Matoušek, Jaroslav Nešetřil
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Mathematical Finance in Discrete Time [PDF]
, 1998 We will study so-called finite markets — i.e. discrete-time models of financial markets in which all relevant quantities take a finite number of values. Following the approach of Harrison and Pliska (1981) and Taqqu and Willinger (1987), it suffices, to illustrate the ideas, to work with a finite probability space (Ω, F, ℙ), with a finite number |Ω| of
N. H. Bingham, Rüdiger Kiesel
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1993
Abstract : Significant progress has been made with solution of location problems and in preprocessing and decomposition for discrete optimization. There has also been research on the application of techniques from combinational optimization to nonlinear problems.
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Abstract : Significant progress has been made with solution of location problems and in preprocessing and decomposition for discrete optimization. There has also been research on the application of techniques from combinational optimization to nonlinear problems.
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Geometry and Discrete Mathematics
2018This two-volume set collects and presents many fundamentals of mathematics in an enjoyable and elaborating fashion. The idea behind the two books is to provide substantials for assessing more modern developments in mathematics and to present impressions which indicate that mathematics is a fascinating subject with many ties between the diverse ...
Fine, Benjamin +4 more
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The use of discrete mathematics in the teaching of mathematics
International Journal of Mathematical Education in Science and Technology, 1985In this article, we show how discrete mathematics could play a valuable role in encouraging an investigatory approach in mathematics teaching in schools. Six examples are given which show how practical problems can be readily turned into mathematical problems, which can be easily tackled by all pupils. In many cases, the best solution will not at first
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An Introduction to Discrete Mathematics.
The American Mathematical Monthly, 1987Richard Johnsonbaugh +2 more
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