EULER-FERMAT TYPE THEOREM FOR 2 BY 2 MATRIX RING OVER
We investigate Euler-Fermat type theorem for 2 by 2 matrix ring over where p is a prime number. We prove that for any invertible matrix A in the ring, becomes the unit matrix and the exponent can be replaced by if p is an odd prime number and
Fermat’s little theorem, matrix ring, finite field.
