On the other hand, if a function has the set of integers as its domain, we're dealing with a discrete structure. If you graph the function f defined by f (n) = n, where n is an integer, it looks like a diagonal …

Discrete math: sets and subsets? Asked 10 years, 10 months ago Modified 2 years, 3 months ago Viewed 379 times

Sep 7, 2013 · Is it important for developers to know discrete math? Most of the books about algorithms and analysis have at least some references to math. I can easily understand the algorithms in …

Feb 13, 2012 · 8 "Discrete math" is more a buzzword that contains the basics from a dozen different topics (logic, algorithms, theory of computation, number theory, digital design, etc.) all marginally …

Discrete structures are structures that are used in describing discrete mathematics. Discrete mathematics is math that makes use of discrete structures. In reality, discrete mathematics is just …

Aug 29, 2017 · So I am trying to finish up my discrete math homework, but I am completely stumped as to how I am supposed to solve this problem. My teacher wants me to find a logically equivalent …

Oct 22, 2008 · 5 Discrete mathematics (also finite mathematics) deals with topics such as logic, set theory, information theory, partially ordered sets, proofs, relations, and a number of other topics. For …

Dec 25, 2019 · So what I did in this problem is: p →(¬r∨ ¬p) (1,2, hypothetical syllogism) p (assumption for proof by division into cases) (¬r∨ ¬p) (3,4, modus ponens) (¬r∨ ¬p) (3-5 and...

Oct 1, 2008 · Math is not needed for programming, because programming is math. It can be good math, or bad math (like when orangutan's long call is transliterated into Ook language), but whenever a …

Jul 19, 2013 · Discrete math problems using matricies include: Spanning trees and shortest paths The marriage problem (bipartite graphs) Matching algorithms Maximal flow in a network The …