Discrete Math Stack Word Scramble
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Question | Answer |
alphabet | finite set of symbols |
word | an arrangement of symbols from an alphabet |
sigma-star | all possible words over an alphabet |
function | defined from a input set: "domain" to an output set: "codomain" |
contradiction | always false |
tautology | always true |
contingency | not always true or false |
identity laws | variable wins |
domination laws | T or F wins |
universe of discourse | all possible values of the predicate |
lambda | null word |
union | AuB |
intersection | AnB |
difference | A-B |
complement | A' |
symmetric difference | AoB = [(AuB)-(AnB)] |
partition | a complete set of non-empty "disjoint" subsets |
well ordering principle | every non-empty set of positive integers has a least element |
division algorithm | for any a in Z and b in Z+, there exist q and r s.t. a=b*q+r where 0<=r<b |
Created by:
hey_bubba
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