Newton's Inequalities on a Lattice
Gernot Michael Engel
TL;DR
This paper explores the relationship between Hadamard Fisher Inequalities and Newton's Inequalities, showing that functions satisfying the former also satisfy the latter, thus establishing a connection between these mathematical inequalities.
Contribution
It demonstrates that functions meeting Hadamard Fisher Inequalities inherently satisfy Newton's Inequalities, revealing a new link between these important mathematical properties.
Findings
Functions satisfying Hadamard Fisher Inequalities also satisfy Newton's Inequalities.
Establishes a theoretical connection between two classes of inequalities.
Provides insights into the structure of functions on a lattice.
Abstract
Functions that satisfy the Hadamard Fisher Inequalities also satisfy Newton's Inequalities
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Taxonomy
TopicsMathematical and Theoretical Analysis · Functional Equations Stability Results · Advanced Numerical Analysis Techniques