Seminar
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| Location: | SLMath: Online/Virtual |
Keywords and Mathematics Subject Classification (MSC)
Primary Mathematics Subject Classification
No Primary AMS MSC
Secondary Mathematics Subject Classification
No Secondary AMS MSC
A Segal Model for Modular Operads
Modular operads, introduced by Getzler and Kapranov, are a variation on operads where the distinction between input and output of operations is relaxed and where self-gluing of operations is permitted. In joint work with Marcy Robertson and Donald Yau, we explored a homotopy coherent version of modular operads. This project takes inspiration from the dendroidal approach to operads. In this talk we take a look at a category of undirected graphs, which is a stand-in for the dendroidal category Ω, and show a bit about what one can do with it.
Zoom link.
https://msri.zoom.us/s/585445592
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Notes
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A Segal Model for Modular Operads
| H.264 Video | 24983_28335_8297_A_Segal_Model_for_Modular_Operads.mp4 |