4 citations · 5 across the 2 of their papers we have counts for
3 papers
Algebraic Cycles Representing Cohomology Operations
Marie-Louise Michelsohn
In this paper we show that certain universal homology classes which are fundamental in topology are algebraic. To be specific, the products of Eilenberg-MacLane spaces ${\cal K}_{2…
Algebraic cycles and the classical groups II: Quaternionic cycles
H Blaine Lawson, Paulo Lima-Filho, Marie-Louise Michelsohn
In part I of this work we studied the spaces of real algebraic cycles on a complex projective space P(V), where V carries a real structure, and completely determined their homotopy…
Algebraic Cycles and the Classical Groups - Part I, Real Cycles
H. Blaine Lawson, Paulo Lima-Filho, Marie-Louise Michelsohn
Algebraic cycles on complex projective space P(V) are known to have beautiful and surprising properties. Therefore, when V carries a real or quaternionic structure, it is natural t…