Michael Tint

Michael Tint

The Question of Ambiguity in Mathematics and some of Arising from these Extraordinary Consequences (Elementary Aspect)

The Methods of Solving Equations Ax+By=Cz with Co-Prime A, B, C, where x≥2,y≥2,x≥2 Are Natural Numbers, Equal the Two only in one of the Three Possible Cases - The Proof of Catalan's Conjecture

Alternative Solution of the Beal Conjecture Including another Proof of the Fermat's Last Theorem, without References to the other Works in the Main Part - (Elementary Aspect)

The Ways of Finding Uncountable Set Solutions for Equations of pAa±qBb≡rDc (Elementary Aspect)

Some Anti-Solutions of the Pillai's Conjecture and Proof of Fermat's Last Theorem

The Methods of Solving Equations A^x+B^y=C^zwith Co-Prime A, B, C, where x≥2,y≥2,x≥2 Are Natural Numbers, Equal the Two only in one of the Three Possible Cases - The Proof of Catalan's Conjecture

The Ways of Finding Uncountable Set Solutions for Equations of pA^a±qB^b≡rD^c (Elementary Aspect)