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Discrete Mathematics For Computer Scientists And Mathematicians by Baker T.P., Kandel A., Mott J.L.

Discrete Mathematics For Computer Scientists And Mathematicians Baker T.P., Kandel A., Mott J.L. ebook
ISBN: , 9788120315020
Publisher: PH
Format: djvu
Page: 763

Discrete mathematical structures with applications to computer science,Jean-Paul Tremblay,R. This course covered the mathematical topics most directly related to computer science. Known as the mathematical language of computer science; discrete mathematics deals with distinct mathematical structures and separated values involving integers, graphs and statements in logic. There is actually a subfield of mathematics, discrete mathematics, specifically focused on a grab bag of mathematical topics with relevant application to computer science. Weak/strong inductive, contradiction, direct), as far as I was taught, while theoretically any proof could be converted into a direct proof (albeit often with significant effort), all of them were great He was only a grad student (and kind of a douche*, but I digress), but I accept that there may be differences between computer science and math when it comes to the acceptability of proofs. Schaum's Outline Series, Discrete Mathematics. I, having taking discrete math, already knew of several ways of approaching proofs (e.g. An increasing number of computer scientists from diverse areas are using discrete mathematical structures to explain concepts and problems. 2000 Solved Problems in Discrete Mathematics, Schaum's Outline Series. I, who had once famously given a speech to my seventh-grade math class about the I first heard of this proof in the first lecture of a discrete mathematics course I took during my sophomore year at university. Therefore it comes as a surprise to many people that I am currently a Computer Science major focusing on theoretical computer science, which is basically a branch of mathematics. The instructor didn't even write the proof down, with all its messy set notation.