Tamás Várady

Publication Activity (10 Years)

Years Active: 1984-2023
Publications (10 Years): 15

Top Topics

Geometric Consistency

Surface Patches

Surface Reconstruction

Top Venues

Comput. Aided Geom. Des.

Comput. Aided Des.

Publications

Péter Salvi, Márton Vaitkus, Tamás Várady
Constrained modeling of multi-sided patches. Comput. Graph. 114 (2023)
Ágoston Sipos, Tamás Várady, Péter Salvi
Approximating triangular meshes by implicit, multi-sided surfaces. CoRR (2022)
Márton Vaitkus, Tamás Várady, Péter Salvi, Ágoston Sipos
Multi-sided B-spline surfaces over curved, multi-connected domains. Comput. Aided Geom. Des. 89 (2021)
István Kovács, Tamás Várady
Constrained fitting with free-form curves and surfaces. Comput. Aided Des. 122 (2020)
Tamás Várady, Péter Salvi, Márton Vaitkus, Ágoston Sipos
Multi-sided Bézier surfaces over curved, multi-connected domains. Comput. Aided Geom. Des. 78 (2020)
Ágoston Sipos, Tamás Várady, Péter Salvi, Márton Vaitkus
Multi-sided implicit surfacing with I-patches. Comput. Graph. 90 (2020)
Péter Salvi, István Kovács, Tamás Várady
Computationally efficient transfinite patches with fullness control. CoRR (2020)
Márton Vaitkus, Tamás Várady
Parameterizing and extending trimmed regions for tensor-product surface fitting. Comput. Aided Des. 104 (2018)
Péter Salvi, Tamás Várady
Multi-sided Bézier surfaces over concave polygonal domains. Comput. Graph. 74 (2018)
István Kovács, Tamás Várady
P-Bézier and P-Bspline curves - new representations with proximity control. Comput. Aided Geom. Des. 62 (2018)
Tamás Várady, Péter Salvi, István Kovács
Enhancement of a multi-sided Bézier surface representation. Comput. Aided Geom. Des. 55 (2017)
István Kovács, Tamás Várady
P-curves and surfaces: Parametric design with global fullness control. Comput. Aided Des. 90 (2017)
Tamás Várady, Péter Salvi, György Karikó
A Multi-sided Bézier Patch with a Simple Control Structure. Comput. Graph. Forum 35 (2) (2016)
Márton Vaitkus, Tamás Várady
A general framework for constrained mesh parameterization. SCCG (2015)
István Kovács, Tamás Várady, Péter Salvi
Applying geometric constraints for perfecting CAD models in reverse engineering. Graph. Model. 82 (2015)
Péter Salvi, Tamás Várady, Alyn P. Rockwood
Ribbon-based transfinite surfaces. Comput. Aided Geom. Des. 31 (9) (2014)
Péter Salvi, Tamás Várady
Surface Interpolation Over General Topology Curve Networks. Comput. Graph. Forum 33 (7) (2014)
Tamás Várady, Péter Salvi, Alyn P. Rockwood
Transfinite Surface Patches Using Curved Ribbons. Eurographics (Short Papers) (2013)
Tamás Várady, Péter Salvi, Alyn P. Rockwood
Transfinite surface interpolation with interior control. Graph. Model. 74 (6) (2012)
Tamás Várady, Alyn P. Rockwood, Péter Salvi
Transfinite surface interpolation over irregular n-sided domains. Comput. Aided Des. 43 (11) (2011)
Péter Salvi, Tamás Várady
Hierarchical surface fairing with constraints. Symposium on Solid and Physical Modeling (2010)
Zsolt Terék, Tamás Várady
Setback Vertex Blends in Digital Shape Reconstruction. IMA Conference on the Mathematics of Surfaces (2009)
Péter Salvi, Hiromasa Suzuki, Tamás Várady
Fast and Local Fairing of B-Spline Curves and Surfaces. GMP (2008)
Tamás Várady, Michael A. Facello, Zsolt Terék
Automatic extraction of surface structures in digital shape reconstruction. Comput. Aided Des. 39 (5) (2007)
Tamás Várady, Michael A. Facello, Zsolt Terék
Automatic Extraction of Surface Structures in Digital Shape Reconstruction. GMP (2006)
Tamás Várady, Michael A. Facello
New Trends in Digital Shape Reconstruction. IMA Conference on the Mathematics of Surfaces (2005)
Pál Benkö, Tamás Várady
Segmentation methods for smooth point regions of conventional engineering objects. Comput. Aided Des. 36 (6) (2004)
Pál Benkö, Tamás Várady
Direct Segmentation of Smooth, Multiple Point Regions. GMP (2002)
Pál Benkö, Géza Kós, Tamás Várady, László Andor, Ralph R. Martin
Constrained fitting in reverse engineering. Comput. Aided Geom. Des. 19 (3) (2002)
Volker Weiss, László Andor, Gábor Renner, Tamás Várady
Advanced surface fitting techniques. Comput. Aided Geom. Des. 19 (1) (2002)
Pál Benkö, Tamás Várady
Constrained Fitting - a Key Issue in Reverse Engineering Conventional Parts. PROLAMAT (2001)
Pál Benkö, Ralph R. Martin, Tamás Várady
Algorithms for reverse engineering boundary representation models. Comput. Aided Des. 33 (11) (2001)
Tamás Várady, Pál Benkö
Reverse Engineering B-Rep Models from Multiple Point Clouds. GMP (2000)
Pál Benkö, Tamás Várady
Best Fit Translational and Rotational Surfaces for Reverse Engineering Shapes. IMA Conference on the Mathematics of Surfaces (2000)
Géza Kós, Ralph R. Martin, Tamás Várady
Methods to recover constant radius rolling ball blends in reverse engineering. Comput. Aided Geom. Des. 17 (2) (1999)
Tamás Várady, Pál Benkö, Géza Kós, Alyn P. Rockwood
Implicit Surfaces Revisited-I-Patches. Geometric Modelling (1999)
Tamás Várady, Pál Benkö, Géza Kós
Reverse Engineering Regular Objects: Simple Segmentation and Surface Fitting Procedures. Int. J. Shape Model. 4 (3-4) (1998)
Tamás Várady, Pál Benkö, Géza Kós, Gábor Renner, Volker Weiss
Segmentation and Surface Fitting in Reverse Engineering. SSM (1998)
Tamás Várady, Alyn P. Rockwood
Geometric construction for setback vertex blending. Comput. Aided Des. 29 (6) (1997)
Tamás Várady, Ralph R. Martin, Jordan Cox
Reverse engineering of geometric models - an introduction. Comput. Aided Des. 29 (4) (1997)
Janos Vida, Ralph R. Martin, Tamás Várady
A survey of blending methods that use parametric surfaces. Comput. Aided Des. 26 (5) (1994)
Tamás Várady, Thomas Hermann
Best Fit Surface Curvature at Vertices of Topologically Irregular Curve Networks. IMA Conference on the Mathematics of Surfaces (1994)
Tamás Várady
Overlap patches: a new scheme for interpolating curve networks with n-sided regions. Comput. Aided Geom. Des. 8 (1) (1991)
Tamás Várady, Janos Vida, Ralph R. Martin
Parametric Blending in a Boundary Representation Solid Modeller. IMA Conference on the Mathematics of Surfaces (1988)
Tamás Várady, Michael J. Pratt
Design techniques for the definition of solid objects with free-form geometry. Comput. Aided Geom. Des. 1 (3) (1984)