Tamal Krishna Dey

Professor
Department of Computer Science and Engineering
The Ohio State University
2015 Neil Av.
Columbus, Ohio 43210
Phone: 614-292-3563
FAX: 614-292-2911
e-mail: 
tamaldey@cse.ohio-state.edu


A Book on
Curve and Surface Reconstruction : Algorithms with Mathematical Analysis
T. K. Dey
Published by Cambridge University Press, October 2006
Preface and contents
Two chapters

       

Education
Post Doctorate U. of Illinois, U-C 1991-1992
PhD Purdue University 1988-1991
M.E. IISC, Bangalore 1985-1987
B.E. Jadavpur University, Calcutta 1981-1985


Research
Personnel Projects Software

  • Current
  • Lei Wang, PhD
    Oleksiy Busaryev, PhD
    Pawas Ranjan, PhD
    Andrew Slatton, PhD

  • Past
  • Ramsay Dyer, post-doc, currently at INRIA,France
    Hyuckje Woo, Post-doc, Prof. KINST, Korea
    Joachim Giesen, Post-doc, Prof. U. Jena, Germany
    Kuiyu Li, PhD, post-doc at Texas A&M
    Joshua Levine, PhD, post-doc at U. Utah
    Jian Sun, PhD, post-doc at Stanford, now at Princeton
    Tathagata Ray, PhD, post-doc at RPI
    Samrat Goswami, PhD, post-doc at UT-Austin
    Wulue Zhao, PhD
    James Hudson, PhD, Prof. at Swansee U.
    Naveen Leekha, Masters, NVIDA
    Luke Molnar, Masters

    • Reconstruction
      • Cocone: Software for surface reconstruction based on paper.
      • AMLS software for noisy point cloud smoothing based on paper
      • Peel software for reconstructing surfaces with boundaries based on paper
    • Meshing
      • DelPSC: software for Delaunay meshing of surfaces, volumes, complexes based on paper, talk slides, [video]
      • Qualmesh: Software for quality Delaunay meshing of polyhedra based on paper.
      • SurfRemesh: software for Delaunay meshing of polygonal surfaces based on paper.
      • DelIso: software for Delaunay meshing of isosurfaces
      • LocDel software for generating large Delaunay meshes
    • Homology Features
      • HanTun software for computing handle and tunnel loops on surfaces based on paper [video]
      • ShortLoop software for computing loops in a shortest homology basis based on paper.


    Publications
    For book chapters and papers visit  Publications 


    Teaching
  • Design and analysis of Algorithms (780) (Wi 11)
  • Geometric Modeling (784) (Sp10)
  • Shape Modeling in graphics and visualization (Sp00)
  • Subdivision surfaces (888) (Wi00)
  • Formal Languages and Automata Theory (Wi '09)
  • Sample Based Modeling for Graphics and Visualization (Au05)


  • Professional Activities
    Program Committee Member Invited Talks Other Activities


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