Site Navigation
Categories:
Modular arithmetic
Prime numbers
Factorial and binomial topics
Mathematical theorems
Articles containing proofs
Summary Of: Wilson's theorem
Wilson's theorem is useless as a... Wilson's theorem has been used to construct... The converse to Wilson's theorem states that for a...
Encyclodia Page On: Wilson's theorem
These Are Links To Other Documents
mathematics
|
prime number
|
if and only if
|
factorial
|
modular arithmetic
|
Iraqi
|
mathematician
|
Ibn al-Haytham
|
Medieval Europe
|
1000
|
John Wilson
|
mathematician
|
Edward Waring
|
Lagrange
|
Leibniz
|
group
|
multiplication modulo
p
|
inverse element
|
congruence
|
composite
|
divisor
|
divides
|
field
|
Fermat's little theorem
|
primality test
|
quadratic residues
|
formulas for primes
|
Carl Friedrich Gauss
|
composite number
|
2 modulo 4
|
Primitive root modulo n
|
Wilson prime
|
O'Connor, John J.
|
Robertson, Edmund F.
|
MacTutor History of Mathematics archive
|
Ore, Oystein
|
ISBN 0-486-65620-9
|
Eric W. Weisstein
|
MathWorld
|
Categories
|
Modular arithmetic
|
Prime numbers
|
Factorial and binomial topics
|
Mathematical theorems
|
Articles containing proofs
|
This article is licensed under the
GNU Free Documentation License
. It uses material from the
Wikipedia article "Wilson's theorem"
.