Floer Homotopy Without Spectra

Explore the intricacies of Floer homotopy theory without relying on spectra in this illuminating lecture by Mohammed Abouzaid from Columbia University. Delve into key concepts such as manifold slow category, topologically slow category, and moduli spaces. Examine the boundary conjecture and its variants, and investigate oriented groups, orbitals, K homology, and infinite spaces. Gain valuable insights into this complex mathematical topic through a comprehensive exploration of its fundamental principles and advanced applications.

Introduction
Manifold Slow Category
Topologically Slow Category
Moduli Spaces
Goal
Boundary
conjecture
variants
oriented groups
orbitals
K homology
Infinite spaces