An explicit self-duality
Nikolas Kuhn, Devlin Mallory, Vaidehee Thatte, Kirsten, Wickelgren
TL;DR
This paper explains the canonical self-duality linked to presentations of finite, flat, complete intersections over Noetherian rings, building on the foundational work of Scheja and Storch.
Contribution
It offers a clear exposition of the self-duality concept in algebraic geometry, clarifying and extending previous foundational work.
Findings
Detailed explanation of the canonical self-duality
Connections to algebraic geometry and ring theory
Clarification of Scheja and Storch's work
Abstract
We provide an exposition of the canonical self-duality associated to a presentation of a finite, flat, complete intersection over a Noetherian ring, following work of Scheja and Storch.
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