Jamal Agbanwa

collaborators

2 papers

math.GM2026

On the polynomial values represented by quadratic forms

Bogdan Grechuk, Jamal Agbanwa

Many Diophantine equations can be reduced to the question of whether, for a given non-degenerate quadratic form $F$ and a univariate polynomial $P$ with integer coefficients, $P(x)…

math.GM2025

A Closed-Form Symbolic Generator: $A^{n} + B^{n} = C^{n} + D^{n}$ , for $n = 2, 3$

Jamal Agbanwa

We present a unified framework for constructing integer solutions to $A^{n} + B^{n} = C^{n} + D^{n}$ for $n = 2, 3$ . For $n = 2$ , we derive explicit formulas for any solutions via diffe…

On the polynomial values represented by quadratic forms

A Closed-Form Symbolic Generator: An+Bn=Cn+Dn, for n=2,3

A Closed-Form Symbolic Generator: $A^{n} + B^{n} = C^{n} + D^{n}$ , for $n = 2, 3$