Rigid Operads

Abstract:

A rigid finite structure is one without automorphisms other than the identity. Structures constructed over totally ordered sets are rigid. Thus, the natural context for the definition of rigid operads is the species on linear orders or L-species. In the context of species there are two different substitution operations; ordinal and shuffle. These operations lead to two kinds of operads, respectively non-symmetric and shuffle.

Año de publicación:

2015

Keywords:

• Monoidal Category
• Autonomous Differential Equation
• Exponential Generate Function
• Linear Order
• Ordinal Product

Fuente:

scopus