Master of Mathematics, graduated with honors of the 1st class from the University of Glasgow (Russell Group).

Avid read of physics, mathematics and philosophy.

Have discovered/invented the first rigorously mathematical description of relativistic quantum mechanics (QED) through an algebra similar to Hamilton's quaternions but with more symmetry. Have used this to derive all of the major laws, theorems and results of QED from pure mathematics. Two famous results (relativistic corrections to hydrogen energy Levels and the scattering amplitude of a matter/antimatter collision) have been derived in 4 simple lines as opposed to the best current known derivations of around 4 pages.

Still learning.