Refinement of a generalized Fermat’s last theorem conjecture in natural vector spaces

Abstract:

This study, at the light of a systematic computational search, provides a refined generalized Fermat’s last theorem conjecture with respect to the one, which appeared in a recent paper in this journal dealing with a Fermat-like behavior, attached in turn to the Minkowski norms defined within natural vector spaces. The aim of this kind of studies is to connect vector spaces with Boolean Hypercubes. This pretends also uncover the inner structure of vector sets, which appear important for the vectorial description of molecular structures and in this manner lead to new QSPR developments.

Año de publicación:

2017

Keywords:

• Inward vector powers
• Fermat’s last theorem
• Natural Vector Semispaces
• Complete vector sums
• Fermat and meta-Fermat natural vectors
• Minkowski norms

Fuente:

scopus