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## Schedule of Events |
## Created by Dinoj Surendran |

**Monday, October 8**

9:00-10:00: **David Cohen-Steiner**, Stability of Boundary Measures

10:30-11:30: **Mauro Maggioni**, Analysis of and on
Data Sets Through Diffusion Operators

11:30-1:30: Lunch

1:30-2:15: **Leonidas Guibas**, Reconstruction Using Witness Complexes

3:00-4:00: **Santosh Vempala**, The Best Manifold
Problem: Formation, Hardness and a Conjecture

4:30-5:30: **Nina Amenta**, Manifold Reconstruction With The MLS Surface

5:30 Reception

**Tuesday, October 9**

9:00-10:00: **Gunnar Carlsson**, Topological Methods In Data Analysis

10:30-11:30: **Misha Belkin**, Laplacian and Pectral
Methods for Data Atnalysis

11:30-1:30: Lunch

1:30-2:30: **Keith Worsley**, The Geometry of Random Fields in Astrophysics and Brain Mapping

3:00-4:00: **Sayan Mukherjee**, Predictive Models That Infer Structure and Dependencies

**Wednesday, October 10**

9:00-10:00: **Werner Stuetzle**, Estimating the Cluster Tree of a Density

10:30-11:30: **Frederic Chazal**, Sampling and Topological Inference For General Shapes

11:30-1:30: Lunch

1:30-2:30: **Shmuel Weinberger**, Computing
Homological Invariants From Noisy Data

3:00-4:00: **Sanjeev Arora**, Semidefinite Programming and
Graph Partitioning Problems

4:30-5:30: **Tamal Dey**, Vornoi Diagrams in Estimating Geometry
and
Topology From Data

**Thursday, October 11**

9:00-10:00: **Sanjoy Dasgupta**, The Random Projection Trees and Low-Dimensional Manifolds

10:30-11:30: **Yuriy Mileyko**, L_p-Stability of Persistence of Lipschitz Functions

12:00-2:00: Lunch

1:30-2:30: **Partha Niyogi**, A Geometric
Perspective on Learning Algorithms

3:00-4:00: **Dominique Attali**, Size of Delaunay Triangulation For Points Distributed Over
Lower-Dimensional Polyhedra

**Friday, October 12**

9:00-10:00: **Stephen Smale**, Thoughts and Perspectives
on the Topology of Data

10:30-11:30: **Vin de Silva**, Witness Complexes and
Bicomplexes in Topological Approximation

11:30-1:30: Lunch

1:30-2:30: **Andre Lieutier**, Stability and Computation of Topological Invariants of Solids in R^ n From Approximations

3:00-4:00: **Tom Duchamp**, The Geometry of Random Fields in Astrophysics and Brain Mapping

National Science Foundation