Harmonics for Deformed Steenrod Operators
Francois Bergeron, Adriano Garsia, Nolan Wallach
TL;DR
This paper investigates the common zeros of various deformed Steenrod operators, providing insights into their structure and properties within algebraic topology.
Contribution
It introduces new deformations of Steenrod operators and analyzes their zero spaces, advancing understanding of their algebraic and topological implications.
Findings
Identification of zero spaces for deformed operators
Characterization of algebraic properties of these zero sets
Potential applications in topology and algebra
Abstract
We explore in this paper the spaces of common zeros of several deformations of Steenrod operators.
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Taxonomy
TopicsAdvanced Differential Geometry Research · Geometric Analysis and Curvature Flows · Mathematics and Applications