TL;DR
This paper introduces planar operads constructed from higher Bruhat orders, providing a new algebraic framework that connects combinatorial structures with operadic theory.
Contribution
It presents a novel construction of planar operads based on higher Bruhat orders, expanding the applications of these combinatorial objects.
Findings
Defined new classes of planar operads from higher Bruhat orders
Established connections between combinatorics and operadic algebra
Potential applications in algebraic topology and combinatorics
Abstract
We describe some planar operads build from the higher Bruhat orders.
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Taxonomy
TopicsAdvanced Topics in Algebra · Homotopy and Cohomology in Algebraic Topology · Holomorphic and Operator Theory