|
Thomas P.Y. Yu
Department of Mathematics, Drexel University 3141 Chestnut Street, Korman 269 Philadelphia, PA 19104 Email: yut [at] drexel [dot] edu
Telephone: 215-895-2066,
Fax: 215-895-1582
|
|
|
Journal Publications:
Single Basepoint Subdivision Schemes for Manifold-Valued Data:
Time-Symmetry without Space-Symmetry
Invariance Property of Proximity Condition in Nonlinear Subdivision On Donoho's Log-Exp Subdivision Scheme: Choice of Retraction and
Time-Symmetry
Flexible C2 Subdivision Scheme for Genus Zero
Surfaces Approximation
Order Equivalence Properties of Manifold-Valued Data
Subdivision Schemes Smoothness
Equivalence Properties of General Manifold-Valued
Data Subdivision Schemes Smoothness Equivalence Properties of
Interpolatory Lie Group Subdivision Schemes Smoothness
Equivalence Properties of Manifold-Valued Data Subdivision Schemes based
on the Projection Approach
How Data
Dependent is a Nonlinear Subdivision Scheme?
Design
of Hermite Subdivision Schemes aided by Spectral Radius
Optimization
Multivariate
Refinable Hermite
Interpolants
An Improved Vertex Caching Scheme for 3D
Mesh Rendering
Nonlinear
Pyramid Transform
Based
on Median-Interpolation
Interpolation
of Medians
Smooth
Multiwavelet
Duals of
Alpert Bases By Moment-Interpolating Refinement |
Teaching: Spring 2013: Math 305: Introduction to Optimization Theory Drexel links: Ongoing Projects: A Multiscale Method for the Canham-Helfrich Model of Biomembranes (with Jingmin Chen, Sara Grundel, Robert Kusner, Andrew Zigerelli) Differential Proximity Condition for Manifold-Valued Data Subdivision Schemes (with Tom Duchamp and Gang Xie) Approximation of Scattered Manifold-Valued Data (with Philipp Grohs) Research supported by NSF grants CCR 9984501 (CAREER Award), DMS 0542237, DMS 0915068 and DMS 1115915. Refereed Conference Papers: Cutting Corners on the Sphere On a
Linearization Principle for Nonlinear p-mean Subdivision Schemes
Robust Nonlinear
Wavelet Transform based on Median-Interpolation
Approximation
Order/Smoothness
Tradeoff in Hermite Subdivision Schemes
Deslaueriers-Dubuc:
Ten
Years
After
Denoising
of Electron
Tomographic
Reconstructions from Biological Specimens
|