Discrete Mathematics with Applications
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She seems genuinely interested in helping and inspiring students. Feb 08, Frances added it. Read this for my discrete maths course. Actually pretty interesting actually enjoyed taking notes for it, for once , even if a lot of it we didn't actually need in class. Make sure you get the solutions manual, too.
Oct 25, hyacinth rated it really liked it. Clear and concise, few textual errors in the latest edition for a book of this size.
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Decent exercises. Would recommend as a relatively breezy introduction to proof-writing and select topics logic, graph theory, etc. Oct 15, Arvydas Sidorenko rated it it was amazing Shelves: english. This is literally the best beginners book on discrete math you can find. I have looked into dozens of different materials and this one is proved to be the best.
Jul 24, Ling Wang rated it really liked it Shelves: math. Good book for self learners. Apr 28, Greg Tatum rated it really liked it Shelves: , technology-math.
Such a tome. It took awhile to finish, but was worth it. Feb 01, Zabee marked it as to-read.
Jun 23, Saad rated it it was amazing. Best book on discrete math. Learnt a lot! Will also come handy for reference. Dec 26, Sharjeel Qasim rated it it was ok. I am very satisfied with this textbook.
It is easy to understand and has helped me a lot in my discrete structures class. Jul 31, Robert Allen rated it did not like it. Try reading Section 7. Those who gave this book a glowing review are lying through their teeth. Eviatar rated it really liked it Sep 04, Kathryn rated it it was amazing Feb 23, Will rated it really liked it Feb 13, Haley rated it liked it Jun 09, Shazee rated it it was amazing Feb 20, Yifeng Pan rated it liked it Aug 19, John Potts rated it did not like it Oct 09, Naznin rated it really liked it Jul 10, Katherine rated it liked it May 27, Abdullah Khan rated it really liked it Jun 25, Write a customer review.
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Discrete Mathematics with Applications - Susanna S. Epp - Google книги
Counting and Probability. The Multiplication Rule. The Pigeonhole Principle. Counting Subsets of a Set: Combinations.
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Pascal's Formula and the Binomial Theorem. Probability Axioms and Expected Value. Graphs: An Introduction. Trails, Paths, and Circuits. Matrix Representations of Graphs.
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Isomorphisms of Graphs. Trees: Examples and Basic Properties. Rooted Trees. Spanning Trees and a Shortest Path Algorithm. Application: Efficiency of Algorithms I. Exponential and Logarithmic Functions: Graphs and Orders. Application: Efficiency of Algorithms II. Formal Languages and Regular Expressions. Finite-State Automata.
Simplifying Finite-State Automata. Skip to main content.