Results 291 to 300 of about 3,348,536 (356)
Analytic solutions of variance swaps for Heston models with stochastic long-run mean of variance and jumps. [PDF]
PLoS OneFu J.
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Discrete Mathematics Teaching and Learning
Encyclopedia of Mathematics Education, 2014 International ...
Cécile Ouvrier-Buffet
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2009
Logic Propositions and Truth Values Logical Connectives and Truth Tables Tautologies and Contradictions Logical Equivalence and Logical Implication The Algebra of Propositions Arguments Formal Proof of the Validity of Arguments Predicate Logic Arguments ...
Rowan Garnier, John Taylor
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Logic Propositions and Truth Values Logical Connectives and Truth Tables Tautologies and Contradictions Logical Equivalence and Logical Implication The Algebra of Propositions Arguments Formal Proof of the Validity of Arguments Predicate Logic Arguments ...
Rowan Garnier, John Taylor
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An LGBTQ-Inclusive Problem Set in Discrete Mathematics
Technical Symposium on Computer Science Education, 2022This project aims to improve LGBTQ (lesbian, gay, bisexual, trans, and queer) representation in the University of Utah's discrete mathematics course. Many practice problems in the course textbook rely on heteronormative and/or cisnormative premises.
Trysten Scott Richard +2 more
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Synthesis Lectures on Mathematics & Statistics, 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 ...
A. Brini, A. Teolis
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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 ...
A. Brini, A. Teolis
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Teaching and Learning of Discrete Mathematics
Proceedings of the 14th International Congress on Mathematical EducationDiscrete mathematics is the study of discrete (as opposed to continuous) structures. It has many applications in a variety of fields, and it often exists at the interface of several disciplines, making it increasingly relevant in our digital world ...
Elise Lockwood +4 more
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Changing perceptions of discrete mathematics through scrum-based course management practices
Journal of Computing Sciences in Colleges (JCSC; Formerly: Journal of Computing in Small Colleges), 2017The Discrete Mathematics course at our institution suffers from a poor reputation among our students.
Shannon Duvall +2 more
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Neighborhoods in problems of discrete mathematics [PDF]
Cybernetics and Systems Analysis, 1995 zbMATH Open Web Interface contents unavailable due to conflicting licenses.
G. F. Losev, Yu. I. Zhuravlev
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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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Discrete Mathematics Fundamentals [PDF]
, 1997 A graph (undirected) can be defined as a pair (V, E) where V is a non-empty finite set and E is a family of distinct unordered pairs of distinct elements of V. Elements of V are called vertices and elements of E are called edges. A graph is normally represented schematically as points and lines joining some of these points.
V. Feinberg, A. Levin, E. Rabinovich
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