A remark on primitive cycles and the Radon transform
Alexander Beilinson
TL;DR
This paper explores how Brylinski's Radon transform can shed light on aspects of the Green-Griffiths approach to the Hodge conjecture, offering new insights into this complex mathematical problem.
Contribution
It demonstrates the application of Brylinski's Radon transform to clarify certain points in the Green-Griffiths approach to the Hodge conjecture, providing a novel perspective.
Findings
Radon transform clarifies aspects of the Green-Griffiths approach
New insights into the Hodge conjecture methodology
Potential for further applications of Radon transform in algebraic geometry
Abstract
We show that the use of Brylinski's Radon transform elucidates some points of the Green-Griffiths approach to the Hodge conjecture.
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Taxonomy
TopicsMathematical Analysis and Transform Methods · Topological and Geometric Data Analysis · Medical Imaging Techniques and Applications