Some variational principles over finite dimentional Hilbert spaces
Antoine Mhanna
TL;DR
This paper introduces a new variational approach for continuous functions over finite-dimensional Hilbert spaces, aiming to provide novel insights or methods in this mathematical area.
Contribution
The paper presents a novel variational principle specifically designed for functions over finite-dimensional Hilbert spaces.
Findings
Developed a new variational framework for Hilbert space functions
Potential applications in quantum mechanics and functional analysis
Lays groundwork for further research in variational methods
Abstract
In this paper a new variational approach concerning functions (continuous) over Hilbert spaces is presented.
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Taxonomy
TopicsOptimization and Variational Analysis · Fixed Point Theorems Analysis · Analytic and geometric function theory