Hasse's Resolution Modulus Theorem
The Jacobi Symbol 
as a Character can be extended to the Kronecker Symbol 
so that 
whenever 
. When 
is Relatively Prime to
, then 
, and for Nonzero values 
Iff
. In addition, 
is the minimum value for which the latter congruence propertyholds in any extension symbol for 
.
References
Cohn, H. Advanced Number Theory. New York: Dover, pp. 35-36, 1980.
- Party Problem
- Parzen Apodization Function
- Pascal Distribution
- Pascal Line
- Pascal's Formula
- Pascal's Hexagrammum Mysticum
- Pascal's Limaçon
- Pascal's Rule
- Pascal's Theorem
- Pascal's Triangle
- Pascal's Wager
- Pasch's Axiom
- Pasch's Theorem
- Pass Equivalent
- Pass Move
- Patch
- Path
- Path Graph
- Path Integral
- Pathwise-Connected
- Patriarchal Cross
- Pauli Matrices
- Pauli Spin Matrices
- Payoff Matrix
- P-Circle