# number theory
2 posts
- Algebraic Structure of Symmetric Exponential Functions and Their n-Dimensional Determinant Generalization
This paper investigates a class of bivariate symmetric exponential functions S(p,q) = p^q + q^p + p^q q^p and their algebraic modifications.
- On the Uniqueness of Prime Solutions to Generalized Fermat Equations
the structure of solutions to the self-referential exponential Diophantine equation