
TL;DR
This paper reviews current knowledge on the rational homotopy type of diffeomorphism groups of discs and related homeomorphism groups in dimensions five and higher.
Contribution
It summarizes the known results regarding the rational homotopy types of these groups for dimensions d ≥ 5.
Findings
Current understanding of the rational homotopy type for diffeomorphism groups in high dimensions
Connections between diffeomorphisms of discs and Euclidean space homeomorphisms
Summary of known results in the field
Abstract
I describe what is currently known, for , about the rational homotopy type of the group of diffeomorphisms of the -disc relative to its boundary, and the closely related group of homeomorphisms of -dimensional Euclidean space.
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