On [L]-homotopy groups
A. V. Karasev
math.GTarXiv:math/0001019
Abstract
Some properties of [L]-homotopy group for finite complex L are investigated. It is proved that for complex L whose extension type lying between Sn and Sn+1 n-th [L]-homotopy group of Sn is isomorphic to Z.
Create a lesson
Related papers
A Counterexample to Three Conjectures of Luo
Qilong Guo
Boundary of Anosov coaffine representations
Marit Bobb, James Farre
Shake concordance in the topological concordance class of the Hopf link
Weizhe Shen
Tight surgeries on torus knots
John B. Etnyre, Hyunki Min, Bülent Tosun et al.
Linearity of Graph Manifold Groups
Daniel T. Wise
Finding the Birman-Series set
Peter Buser, Hugo Parlier