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Elements of discrete mathematics : A computer oriented approach

By: Liu, C.L.
Contributor(s): Mohapatra, D.P.
Publisher: Chennai McGraw Hill Education 2013Edition: 4th.Description: xviii, 627 pg. | Binding - Paperback |.ISBN: 9781259006395.Subject(s): Computer Engineering | Discrete Numeric Functions and Generating Functions | Trees and Cut-Sets | Permutations | Boolean Algebras | Graphs and Planar Graphs | Modeling ComputationDDC classification: 511.1 Summary: Element of Discrete Mathematics, is recognized for its signature mathematical emphasis and appropriate coverage for a first course taught at the freshmen level. The book presents the concepts of Discrete Mathematics from an algorithmic point of view. The pedagogy is added in sync with the book’s creditable style where concepts along with solved examples are juxtaposed against each other appositely to strengthen students’ conceptual base of the subject! CONTENT: 1. Sets and Propositions 2. Permutations, Combinations, and Discrete Probability 3. Relations and Functions 4. Graphs and Planar Graphs 5. Trees and Cut-Sets 6. Modeling Computation 7. Analysis of Algorithms 8. Discrete Numeric Functions and Generating Functions 9. Recurrence Relations and Recursive Algorithms 10. Groups and Rings 11. Boolean Algebras
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Element of Discrete Mathematics, is recognized for its signature mathematical emphasis and appropriate coverage for a first course taught at the freshmen level. The book presents the concepts of Discrete Mathematics from an algorithmic point of view. The pedagogy is added in sync with the book’s creditable style where concepts along with solved examples are juxtaposed against each other appositely to strengthen students’ conceptual base of the subject!
CONTENT:
1. Sets and Propositions 2. Permutations, Combinations, and Discrete Probability 3. Relations and Functions 4. Graphs and Planar Graphs 5. Trees and Cut-Sets 6. Modeling Computation 7. Analysis of Algorithms 8. Discrete Numeric Functions and Generating Functions 9. Recurrence Relations and Recursive Algorithms 10. Groups and Rings 11. Boolean Algebras

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