Moduli stack of formal group laws
id:
moduli-stack-of-formal-group-laws-249-6102902
title:
Moduli stack of formal group laws
text:
In algebraic geometry, the moduli stack of formal group laws is a stack classifying formal group laws and isomorphisms between them. It is denoted by M FG . It is a "geometric “object" that underlies the chromatic approach to the stable homotopy theory, a branch of algebraic topology. Currently, it is not known whether M FG is a derived stack or not. Hence, it is typical to work with stratifications. Let M FG n be given so that M FG n consists of formal group laws over R of height exactly n. The
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https://en.wikipedia.org/wiki/Moduli_stack_of_formal_group_laws
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2022-10-24T00:26:32Z
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