I'm interested to know the homotopy type of the reduced suspension of the integers.
I suspect this should be a countable wedge of spheres, by extending the usual picture that indicates the suspension of a 2-point set is a circle. Is this the case?
I'm interested to know the homotopy type of the reduced suspension of the integers.
I suspect this should be a countable wedge of spheres, by extending the usual picture that indicates the suspension of a 2-point set is a circle. Is this the case?
Copyright © 2021 JogjaFile Inc.