On the tangent groupoid of a filtered manifold
Erik van Erp, Robert Yuncken

TL;DR
This paper presents an intrinsic, coordinate-free construction of the tangent groupoid for filtered manifolds, advancing the understanding of their geometric and algebraic structures.
Contribution
It introduces a novel, intrinsic construction of the tangent groupoid that does not rely on coordinate systems, applicable to filtered manifolds.
Findings
Provides a coordinate-free framework for tangent groupoids
Enhances understanding of filtered manifold structures
Lays groundwork for further geometric analysis
Abstract
We give an intrinsic (coordinate-free) construction of the tangent groupoid of a filtered manifold.
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