A sectional curvature for statistical structures
Barbara Opozda
TL;DR
This paper introduces a novel algebraic notion of sectional curvature applicable in both linear algebra and differential geometry, expanding the conceptual framework for analyzing statistical structures.
Contribution
It presents a new algebraic definition of sectional curvature that bridges linear algebra and differential geometry for statistical structures.
Findings
Defines a new algebraic sectional curvature concept
Links algebraic and geometric perspectives in statistical structures
Provides foundational framework for future research
Abstract
A new type of sectional curvature is introduced. The notion is purely algebraic and can be located in linear algebra as well as in differential geometry.
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