John A. Roulier

18 papers A* 1Journal 13Unranked 2
YearRankTypeTitle / Venue / Authors
2025 J jnl
Corrigendum to "Isotopic equivalence by Bézier curve subdivision for application to high performance computing" [Computer Aided Geometric Design 31 (2013) 642-655].
Comput. Aided Geom. Des.
Kirk E. Jordan, J. Li, Thomas J. Peters, John A. Roulier
2014 J jnl
Isotopic equivalence by Bézier curve subdivision for application to high performance computing.
Comput. Aided Geom. Des.
Kirk E. Jordan, Ji Li, Thomas J. Peters, John A. Roulier
2012 J jnl
Angular Convergence during Bezier Curve Approximation
CoRR
Ji Li, Thomas J. Peters, John A. Roulier
2011 J jnl
Unknots with highly knotted control polygons.
Comput. Aided Geom. Des.
Justin Bisceglio, Thomas J. Peters, John A. Roulier, Carlo H. Séquin
2007 J jnl
Preserving computational topology by subdivision of quadratic and cubic Bézier curves.
Computing
Edward L. F. Moore, Thomas J. Peters, John A. Roulier
1996 J jnl
Prescribing the length of parametric curves.
Comput. Aided Geom. Des.
John A. Roulier, Bruce R. Piper
1996 J jnl
Prescribing the length of rational Bézier curves.
Comput. Aided Geom. Des.
John A. Roulier, Bruce R. Piper
1994 — ch.
5. Measures of Fairness for Curves and Surfaces.
Designing Fair Curves and Surfaces
John A. Roulier, Tom Rando
1993 J jnl
Specifying the arc length of Bézier curves.
Comput. Aided Geom. Des.
John A. Roulier
1992 — conf
Curves with Monotone Curvature form Bézier Curves of Specified Arc Length.
Geometric Modeling
John A. Roulier
1991 — ch.
Algorithms for Local Convexity of Bézier Curves and Surfaces.
Curves and Surfaces
Tom Rando, John A. Roulier
1991 J jnl
Designing faired parametric surfaces.
Comput. Aided Des.
Tom Rando, John A. Roulier
1988 J jnl
Bézier curves of positive curvature.
Comput. Aided Geom. Des.
John A. Roulier
1987 J jnl
A Convexity-Preserving Grid Refinement Algorithm for Interpolation of Bivariate Functions.
IEEE Computer Graphics and Applications
John A. Roulier
1981 J jnl
Algorithm 574: Shape-Preserving Osculatory Quadratic Splines [E1, E2].
ACM Trans. Math. Softw.
David F. McAllister, John A. Roulier
1981 J jnl
An Algorithm for Computing a Shape-Preserving Osculatory Quadratic Spline.
ACM Trans. Math. Softw.
David F. McAllister, John A. Roulier
1978 A* conf
Application of shape-preserving spline interpolation to interactive editing of photogrammetric data.
SIGGRAPH
Lionel E. Deimel, Calvin Lee Doss III, Robert J. Fornaro, David F. McAllister, John A. Roulier
1978 — conf
Generation of random numbers using shape preserving quadratic splines.
ACM-SE
David F. McAllister, John A. Roulier, M. Evans