Mathématiques physiques

The Relativistic Addition of n (Scalar) Relative Velocities and a Short Possible Solution to Fermat's Last Theorem

Abstract

Lawrence M

The paper shows how any number of (scalar) relative velocities due to external energies or forces can be added relativistically without the total velocity of the subject body or particle exceeding c. The result is based on the product of fields rather than addition. It is also shown that Fermat’s last theorem can be reduced from four variables to two and recast as the relativistic addition of real fractions of c. The only rational solutions to the reduction correspond to powers of no higher than N=2 in Fermat’s conjecture