TL;DR
This paper introduces the concept of crystals within derived algebraic geometry and explores their relationship to classical D-modules, providing a new perspective on these mathematical structures.
Contribution
It develops the notion of crystals in derived algebraic geometry and links them to traditional D-modules, bridging modern and classical frameworks.
Findings
Established a formal definition of crystals in derived algebraic geometry.
Connected crystals to classical D-modules through theoretical frameworks.
Provided insights into the structure and properties of crystals in the derived setting.
Abstract
We develop the notion of crystal in the context of derived algebraic geometry, and to connect crystals to more classical objects such as D-modules.
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