The Great Awakening : Event and Exegesis, Edited by Darrett B. Rutman., New York : John Wiley & Sons, 1970

In view of the result by Amann and Kennard [AmK14, Theorem A] it suffices to show that the elliptic genus vanishes, when the torus fixed point set consists of two isolated fixed

I have done recent calculations (to be written up soon) which show that there is no Z/2Z-valued invariant of string links corresponding to this tor- sion element. So for string

We develop three concepts as applications of Theorem 1.1, where the dual objects pre- sented here give respectively a notion of unoriented Kantorovich duality, a notion of

The (strong) slope conjecture relates the degree of the col- ored Jones polynomial of a knot to certain essential surfaces in the knot complement.. We verify the slope conjecture

We construct some examples of special Lagrangian subman- ifolds and Lagrangian self-similar solutions in almost Calabi–Yau cones over toric Sasaki manifolds.. Toric Sasaki

In this section, we show that, if G is a shrinkable pasting scheme admissible in M (Definition 2.16) and M is nice enough (Definition 4.9), then the model category structure on Prop

If K is positive-definite at the point corresponding to an affine linear func- tion with zero set containing an edge E along which the boundary measure vanishes, then in

A cyclic pairing (i.e., an inner product satisfying a natural cyclicity condition) on the cocommutative coalge- bra gives rise to an interesting structure on the universal