Discrete diagonal recurrences and discrete minimal submanifolds
Cristian Ghiu, Raluca Tuliga, Constantin Udriste, Ionel Tevy

TL;DR
This paper explores multivariate discrete recurrences, providing solutions, structural insights, and a novel perspective on discrete minimal submanifolds, with implications for understanding complex recurrence relations.
Contribution
It introduces new solutions and structural analysis for multivariate recurrences and offers a fresh viewpoint on discrete minimal submanifolds.
Findings
Solutions for various multivariate recurrences
Structural understanding of recurrence relations
New perspective on discrete minimal submanifolds
Abstract
Our original results refer to multivariate recurrences: discrete multitime diagonal recurrence, bivariate recurrence, trivariate recurrence, solutions tailored to particular situations, second order multivariate recurrences, characteristic equation, and multivariate diagonal recurrences of superior order. We find the solutions, we clarify the structural background and provides short, conceptual proofs. The original results include a new point of view on discrete minimal submanifolds.
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Taxonomy
TopicsGeometric Analysis and Curvature Flows · Geometry and complex manifolds · Mathematical Dynamics and Fractals
