- mathematics, a
stratifold is a
generalization of a
differentiable manifold where certain kinds of
singularities are allowed. More
specifically a
stratifold is stratified...
- {\text{Spec}}(-)} is the
prime spectrum.
Singularity theory Whitney conditions Stratifold Intersection homology Thom's
first isotopy lemma stratified space Goresky...
- of A. Kreck,
Matthias (2010),
Differential Algebraic Topology: From
Stratifolds to
Exotic Spheres,
Graduate Studies in Mathematics, vol. 110, American...
- cello. Kreck,
Matthias (2010).
Differential algebraic topology : from
stratifolds to
exotic spheres. Providence, R.I.:
American Mathematical Society....
- {\displaystyle y} . One way to make this
construction rigorous is to use
stratifolds.
Another case,
where the
homology of a
space has a product, is the (based)...
- (2010, ISBN 978-0-8218-4083-2) 110
Differential Algebraic Topology: From
Stratifolds to
Exotic Spheres,
Matthias Kreck (2010, ISBN 978-0-8218-4898-2) 111...
