Document Type
Article
Abstract
We show how the root invariant of a product depends upon the product of the root invariants, give some examples of the equivariant definition of the root invariant, and verify a weakened form of the algebraic Bredon-Löffler conjecture.
Disciplines
Algebraic Geometry | Geometry and Topology
Recommended Citation
Bruner, R. R. Some Remarks on the Root Invariant. In P. Selick, W.G. Dwyer, S. Halperin, et al., Eds. Stable and Unstable Homotopy. Fields Inst. Communications 19 (1998), 31-37. Toronto, ON: Fields Institute; and Providence, RI: American Mathematical Society.
Comments
Correction: at the bottom of page 3, the element mu is in pi_9, not pi_8. © Copyright 1998 American Mathematical Society, first published in Fields Inst. Communications 19 (1998), 31-37.