arXiv · 2203.00072
Parametrized and equivariant higher algebra
Abstract
We develop the rudiments of a theory of parametrized $\infty$-operads, including parametrized generalizations of monoidal envelopes, Day convolution, operadic left Kan extensions, results on limits and colimits of algebras, and the symmetric monoidal Yoneda embedding.
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Denis Nardin, Jay Shah. 2022-02-28. Parametrized and equivariant higher algebra. https://arxiv.org/abs/2203.00072
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