| P-21 |
  |
 |
Foliation by Constant Mean Curvature Spheres on Asymptotically Flat Manifolds
Rugang Ye
|
| P-20 |
  |
 |
On the geometry and topology of manifolds of positive bi-Ricci curvature
Ying Shen, Rugang Ye
|
| P-19 |
  |
 |
Controlled Geometry via Smoothing
Peter Petersen, Guofang Wei, Rugang Ye
|
| P-18 |
  |
 |
Smoothing Riemannian Metrics with Ricci Curvature Bounds
Xianzhe Dai, Guofang Wei, Rugang Ye
|
| P-17 |
 |
 |
Prime ideals in certain quantum determinantal rings Ken
Goodearl and T.H. Lenagan
|
| P-16 |
 |
 |
Periodic flat modules, and flat modules for finite groups D.
J. Benson and Ken Goodearl
|
| P-15 |
 |
 |
Quantum n-space as a quotient of classical n-space Ken
Goodearl and E.S. Letzter
|
| P-14 |
  |
 |
A dilation theory approach to cubature formulas. II Mihai
Putinar
|
| P-13 |
 |
 |
Prime spectra of quantized coordinate rings Ken
Goodearl
|
| P-11 |
  |
 |
On Weyl spectrum in several variables Mihai Putinar
|
| P-10 |
  |
 |
Crossing changes Martin Scharlemann
|
| P-9 |
  |
 |
The generic local spectrum of any operator is the full
spectrum Bebe Prunaru and Mihai Putinar
|
| P-8 |
 |
 |
Genus two Heegaard splittings of orientable 3- manifolds
Hyam Rubinstein and Martin Scharlemann
|
| P-7 |
 |
 |
Representations of distributive semilattices by dimension groups,
regular rings, C*-algebras, and complemented modular lattices
Ken
Goodearl and F. Wehrung
|
| P-6 |
 |
 |
Comparing Heegaard and JSJ structures of orientable
3-manifolds Martin Scharlemann and Jennifer Schultens
|
| P-5 |
 |
 |
The structure a solvmanifold's Heegaard splittings Daryl
Cooper and Martin Scharlemann
|
| P-4 |
 |
 |
K1 of separative exchange rings and C*-algebras with
real rank zero P. Ara, Ken Goodearl, K.C. O'Meara, and R. Raphael
|
| P-3 |
 |
 |
How a strongly irreducible Heegaard splitting intersects a
handlebody Matt Jones and Martin Scharlemann
|
| P-2 |
  |
 |
Heegaard splittings of compact 3-manifolds Martin
Scharlemann
|
| P-1 |
 |
 |
The Dixmier-Moeglin equivalence in quantum coordinate rings and
quantized Weyl algebras Ken Goodearl and E.S. Letzter
|