More examples of motivic cell structures

Abstract

In this note, we describe motivic cell structures arising from the Bialynicki-Birula decomposition. This provides a description of the stable A^1-homotopy types of smooth projective G_m-varieties where the G_m-action has isolated fixed points.

11 pages, small revision, updated bibliography

References in corpus (3)

• Motivic cell structures
• The 0-th stable A^1-homotopy sheaf and quadratic zero cycles
• Fibre sequences and localization of simplicial sheaves

Cited by in corpus (3)

• From algebraic cobordism to motivic cohomology
• The real cycle class map
• Motivic Cell Structures for Spherical Varieties