Stability of concordance embeddings
Thomas Goodwillie, Manuel Krannich, and Alexander Kupers
TL;DR
This paper establishes a stability theorem for smooth concordance embeddings, leading to new insights and applications in the study of concordance diffeomorphisms and homeomorphisms.
Contribution
It introduces a stability result for concordance embeddings and derives multiple applications to related diffeomorphism and homeomorphism spaces.
Findings
Proves a stability theorem for smooth concordance embeddings
Derives applications to concordance diffeomorphisms
Provides insights into concordance homeomorphisms
Abstract
We prove a stability theorem for spaces of smooth concordance embeddings. From it we derive various applications to spaces of concordance diffeomorphisms and homeomorphisms.
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Taxonomy
TopicsStability and Controllability of Differential Equations · Advanced Banach Space Theory · Advanced Operator Algebra Research