Strong Frobenius Pseudoprime
A Pseudoprime which obeys an additional restriction beyond that required for a Frobenius Pseudoprime.A number 
with 
is a strong Frobenius pseudoprime with respect to 
Iff is a StrongPseudoprime with respect to 
. Every strong Frobenius pseudoprime with respect to is anEuler Pseudoprime to the base 
.
Every strong Frobenius pseudoprime with respect to 
such that 
is a Strong Lucas Pseudoprime with parameters 
. Every strong Frobeniuspseudoprime with respect to 
is an Extra Strong Lucas Pseudoprime to the base 
.
References
Grantham, J. ``Frobenius Pseudoprimes.'' 1996. http://www.clark.net/pub/grantham/pseudo/pseudo1.ps
- Polyhedron Dissection
- Polyhedron Dual
- Polyhedron Hinging
- Polyhedron Packing
- Polyhex
- Polyiamond
- Polyking
- Polylogarithm
- Polymorph
- Polynomial
- Polynomial Bar Norm
- Polynomial Bracket Norm
- Polynomial Curve
- Polynomial Factor
- Polynomial Norm
- Polynomial Remainder Theorem
- Polynomial Ring
- Polynomial Root
- Polynomial Series
- Polyomino
- Polyomino Tiling
- Polyplet
- Polytope
- Poncelet's Closure Theorem
- Poncelet's Continuity Principle