The product formula for the third obstruction

Type: Article

Publication Date: 1968-12-01

Citations: 26

DOI: https://doi.org/10.2140/pjm.1968.27.573

Abstract

Let ξ be an SO(w)-bundIe with n > 3

Locations

  • Pacific Journal of Mathematics - View - PDF
  • Project Euclid (Cornell University) - View - PDF

Similar Works

Action Title Year Authors
+ An obstruction to 𝐾-fold splitting 1989 Jonathan L. King
+ Obstruction Theory and Coincidences in Positive Codimension 2006 Daciberg Lima Gonçalves
Jerzy Jezierski
Peter Wong
+ ON THE THEORY OF OBSTRUCTIONS 1962
+ Wall's Finiteness Obstruction 1995 Guido Mislin
+ PDF Chat The second obstruction for pseudo-isotopies 1972 Allen Hatcher
+ Obstruction theory for CW-complexes 1977 Hans Joachim Baues
+ Alexander polynomial obstruction for bi-orderability 2016 Tetsuya Ito
+ PDF Chat Algebraic Montgomery-Yang problem and smooth obstructions 2024 Woohyeok Jo
Jongil Park
Kyungbae Park
+ Local Euler obstruction, old and new, III 2022 Jean‐Paul Brasselet
Nivaldo G. Grulha
Thuy Thį Bích Nguyên
+ On the Kervaire Obstruction 1971 C. P. Rourke
Dennis Sullivan
+ Obstruction theory for simplicial bundles 1973 Steven Michael Baker
+ Obstruction Theory 2016 Mahima Ranjan Adhikari
+ PDF Chat $E_{\infty}$ obstruction theory 2018 Alan Robinson
+ PDF Chat Wall's finiteness obstruction 2016 Erik Kjær Pedersen
+ Hanany-Witten Construction 2004 Thomas Chen
Jürgen Fuchs
Steven Duplij
+ The Euler class and obstruction theory 1980 M. C. Crabb
+ Obstruction Theory for the $$\mathbb {Z}_2$$-Index of 4-Manifolds 2024 Chahrazade Matmat
Christian Blanchet
+ Obstructions for Clifford structures on vector bundles 1982 Ulrich Schwardmann
+ A Combinatorial Identity Arising from Symplectic Geometry 2009 Hao
Ding
+ A combinatorial identity arising from symplectic geometry 2009 Hao Ding