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Stewart, Neil - Département d'Informatique et Recherche opérationnelle, Université de Montréal
Polyhedral perturbations that preserve topological form
Transfinite interpolation for well-definition in error analysis in solid modelling
A framework for system speci cation using chains on cell complexes
Topological invariance of parametric objects Part III: Preservation of the topological form
A framework for system specification using chains on cell complexes
Science and computer science N. F. Stewart
Mathematics and Computers in Simulation 66 (2004) 449468 Chain models in computer simulation
Proof of a non-selfintersection conjecture L.-E. Andersson1
Topological invariance of parametric objects Part III: Preservation of the topological form
Topological invariance of parametric objects Part I: Perturbation of B ezier curves
Moving coordinate frames for representation and visualization in four dimensions
Empirical evidence in computer science N. F. Stewart
Topological invariance of parametric objects Part II: Perturbation of triangular B ezier patches
MODELLING AND SIMULATION OF SCOLIOTIC DEFORMITIES Ecole Polytechnique of Montreal
ERROR ANALYSIS FOR OPERATIONS IN SOLID MODELING IN THE PRESENCE OF UNCERTAINTY
Empirical evidence in computer science N. F. Stewart \Lambda
Modeling and simulation of scoliotic deformities F. Cheriet1
Reliable joining of surfaces for combined mesh-surface models
Backward error analysis in computational geometry
Graphical simulation using chain models R. Egli and N. F. Stewart \Lambda
Moving coordinate frames for representation and visualization in four dimensions
Topological invariance of parametric objects Part II: Perturbation of triangular B'ezier patches
Graphical simulation using chain models R. Egli and N. F. Stewart
Topological invariance of parametric objects Part I: Perturbation of B'ezier curves
Science and computer science N. F. Stewart \Lambda
