45)Title: Solving polynomial Diophantine equations systematically with Back Substitution Algorithm

Organizer: Sandor Kristyan, Research Centre for Natural Sciences, (HUN-REN RCNS), H-1117 Budapest, Magyar Tudósok körútja 2, Hungary

Email: kristyan.sandor@ttk.mta.hu

Back Substitution Algorithm (BSA) described in the author’s previous work (Am. Inst. Phys. Conf. Proc. 3315, 340002 (2025)) is applied as a general algorithm to solve general polynomial Diophantine equations (PDE) along with detailed analysis.
   The BSA converts the PDE to a corresponding set of polynomial equation system (CSP), to solve the latter is a standard benchmark routine today. Many
examples are displayed.

Scroll to Top