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Mathematics : a discrete introduction / Edward Scheinerman 2006

By: Scheinerman, Edward, author

Language: English California : Brooks/Cole-Thomson , 2006Edition: Second editionDescription: xxvii, 561 pages : illustration; 23 cmContent type: text Media type: unmediated Carrier type: volumeISBN: 049501866x; 9780495018667Subject(s): Discrete mathematics | Computer science Mathematics | CalculusDDC classification: 511

Contents:

[Sect.] 1. Fundamentals -- [sect.] 2. Collections -- [sect.] 3. Counting and relations -- [sect.] 4. More proof -- [sect.] 5. Functions -- [sect.] 6. Probability -- [sect.] 7. Number theory -- [sect.] 8. Algebra -- [sect.] 9. Graphs -- [sect.] 10. Partially ordered sets.

Summary: Teaches students fundamental concepts in discrete mathematics (from counting to basic cryptography to graph theory), and proof-writing skills. This book teaches students not only how to write proofs, but how to think and present cases logically beyond this course. It is an introduction to mathematics.

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Item type	Current location	Home library	Call number	Status	Date due	Barcode	Item holds
BOOK	COLLEGE LIBRARY	COLLEGE LIBRARY SUBJECT REFERENCE	511 Sch58 2006 (Browse shelf)	Available		CITU-CL-39675

Total holds: 0

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Previous	511 R722 2007 Discrete mathematics and its applications /	511 R722 2007 Discrete mathematics and its applications /	511 R7226 2019 Discrete mathematics and its applications /	511 Sch58 2006 Mathematics : a discrete introduction /	511.02462 C368 2006 Numerical methods for engineers /	511.1 Ad951 2016 Advanced discrete mathematics	511.1 F384 2009 Discrete mathematics : an introduction to proofs and combinatorics /	Next

Includes glossary and index

[Sect.] 1. Fundamentals --
[sect.] 2. Collections --
[sect.] 3. Counting and relations --
[sect.] 4. More proof --
[sect.] 5. Functions --
[sect.] 6. Probability --
[sect.] 7. Number theory --
[sect.] 8. Algebra --
[sect.] 9. Graphs --
[sect.] 10. Partially ordered sets.

Teaches students fundamental concepts in discrete mathematics (from counting to basic cryptography to graph theory), and proof-writing skills. This book teaches students not only how to write proofs, but how to think and present cases logically beyond this course. It is an introduction to mathematics.

500-599 511

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