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Creado por Tom Tonner
hace alrededor de 6 años
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Russell's Paradox: Prove that the set of all sets which are not elements of themselves is self-contradictory:
Two functions are equal if:
-Negation of A:
-Contra-positive of A⇒B:
Equivalence of:
¬(∀x ∈ X, P(x))
¬(∃x ∈ X s.t P(x))
Euclid's Theorem
Definitions:
-Greatest common divisor:
-Least common multiple:
-Co-prime:
gcd properties:
a ≡ b (mod m)
Congruence properties:
Fermat's little theorem
Fermat-Euler Theorem
Wilson's Theorem
x is irrational
y is rational
Convergence definition:
The four group axioms:
Albanian Group
(gh)^-1
Homomorphism:
Isomorphism:
Subgroup Criteria
Group Actions
Orbit Counting Theorem
Equivalence relations