World's Best Scientists 2026 revealed!

D-Index & Metrics

Computer Science

D-Index
32
Citations
4856
World Ranking
13101
National Ranking
5268

Mathematics

D-Index
30
Citations
3944
World Ranking
3515
National Ranking
1361

Overview

Jörg Peters is affiliated with the University of Florida in the United States and has contributed extensively to the fields of engineering and computer science. Their research encompasses a broad span of topics, with a significant focus on computational mechanics and computer graphics.

The primary fields of study for Jörg Peters include:

  • Engineering
  • Computer Science

Their work spans several key subfields such as:

  • Computational Mechanics
  • Computer Graphics and Computer-Aided Design
  • Mechanical Engineering
  • Biomedical Engineering
  • Computer Vision and Pattern Recognition

Jörg Peters has worked on multiple research topics, notably:

  • Advanced Numerical Analysis Techniques
  • Computational Geometry and Mesh Generation
  • Computer Graphics and Visualization Techniques
  • Advanced Machining Processes and Optimization
  • Manufacturing Process and Optimization
  • 3D Shape Modeling and Analysis
  • Remote Sensing and LiDAR Applications

Their recent publications demonstrate contributions to the theory and application of splines, mesh generation, and surface modeling, including the following papers:

  • Splines for Meshes with Irregularities, 2020, SMAI Journal of Computational Mathematics
  • Transvenous, Echocardiographically Guided Closure of Persistent Ductus Arteriosus in 11 Premature Infants, 2021, JACC: Cardiovascular Interventions
  • Low Degree Splines for Locally Quad-Dominant Meshes, 2020, Computer Aided Geometric Design
  • Least Degree G1-Refinable Multi-Sided Surfaces Suitable For Inclusion Into C1 Bi-2 Splines, 2020, Computer-Aided Design
  • Evolving Guide Subdivision, 2023, Computer Graphics Forum

Jörg Peters has frequently published in the following venues:

  • Computer-Aided Design
  • Computers & Graphics
  • Computer Aided Geometric Design
  • arXiv (Cornell University)
  • Computer Graphics Forum

The scientist collaborates regularly with other researchers, with frequent coauthors including:

  • Kȩstutis Karčiauskas
  • Kyle Shih-Huang Lo
  • Ruiliang Gao
  • Erkan Günpınar
  • Jeremy Youngquist

Best Publications

  • Curved PN triangles

    Alex Vlachos;Jörg Peters;Chas Boyd;Jason L. Mitchell

  • The simplest subdivision scheme for smoothing polyhedra

    Jörg Peters;Ulrich Reif

  • A realtime GPU subdivision kernel

    Le-Jeng Shiue;Ian Jones;Jörg Peters

  • Smooth interpolation of a mesh of curves

    Jörg Peters

  • Analysis of Algorithms Generalizing B-Spline Subdivision

    Jörg Peters;Ulrich Reif

  • Patching Catmull-Clark meshes

    Jörg Peters

  • Local smooth surface interpolation: a classification

    J. Peters

  • Sharp, quantitative bounds on the distance between a polynomial piece and its Bézier control polygon

    D. Nairn;J. Peters;D. Lutterkort

  • C 1 -surface splines

    Jörg Peters

  • A Comparative Study of Several Classical, Discrete Differential and Isogeometric Methods for Solving Poisson’s Equation on the Disk

    Thien Nguyen;Keçstutis Karčiauskas;Jörg Peters

  • Matched G k -constructions always yield C k -continuous isogeometric elements

    David Groisser;Jörg Peters

  • Refinable C1 spline elements for irregular quad layout

    Thien Nguyen;Jörg Peters

  • Smooth free-form surfaces over irregular meshes generalizing quadratic splines

    Jörg Peters

  • Evaluation of similarity measures for use in the intensity-based rigid 2D-3D registration for patient positioning in radiotherapy.

    Jian Wu;Minho Kim;Jorg Peters;Heeteak Chung

  • Shape characterization of subdivision surfaces: case studies

    K. Karĉiauskas;Jörg Peters;U. Reif

  • Fast Iterative Solvers for Discrete Stokes Equations

    Jörg Peters;Volker Reichelt;Arnold Reusken

  • Computing moments of objects enclosed by piecewise polynomial surfaces

    Carlos Gonzalez-Ochoa;Scott McCammon;Jörg Peters

  • C 2 free-form surfaces of degree (3,5)

    Jörg Peters

  • Generalizing bicubic splines for modeling and IGA with irregular layout

    Kestutis Karčiauskas;Thien Nguyen;Jörg Peters

  • Shape characterization of subdivision surfaces: basic principles

    Jörg Peters;Ulrich Reif

Frequent Co-Authors

Wenping Wang
Wenping Wang Texas A&M University
Eric B. Ford
Eric B. Ford Pennsylvania State University
Mario Jurić
Mario Jurić University of Washington
Fatih Porikli
Fatih Porikli Australian National University
George Bebis
George Bebis University of Nevada Reno
Paolo Remagnino
Paolo Remagnino Durham University
Daniele Panozzo
Daniele Panozzo New York University
Arnold Reusken
Arnold Reusken RWTH Aachen University

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