|
Modeling general topology free-form surfaces in 3D
|
Help
Print
|
Here you can view and search the projects funded by NKFI since 2004
Back »
|
|
List of publications |
|
|
István Kovács, Tamás Várady: P-Bézier and P-Bspline curves – new representations with proximity control, COMPUTER AIDED GEOMETRIC DESIGN (62), pp. 117-132, 2018 | István Kovács, Tamás Várady: Approximating point data by P-Bézier curves, Workshop on the Advances of Information Technology: WAIT, BME IIT, pp. 67-71, 2018 | István Kovács, Tamás Várady: Favorable approximating properties of the P-Bézier basis, Ninth Hungarian Conference on Computer Graphics and Geometry, MTA SZTAKI, pp. 10-15, 2018 | Péter Salvi, Tamás Várady: Multi-sided Bézier surfaces over concave polygonal domains, COMPUTERS & GRAPHICS-UK, (74): pp. 56-65., 2018 | Péter Salvi, Tamás Várady, Kenjiro T Miura: Approximating Point Clouds by Generalized Bézier Surfaces, Workshop on the Advances of Information Technology: WAIT, BME IIT, pp. 61-66, 2018 | Márton Vaitkus, Tamás Várady: Parameterizing and extending trimmed regions for tensor-product surface fitting, COMPUTER-AIDED DESIGN, (104), pp. 125-140, 2018 | Márton Vaitkus, Tamás Várady: Mesh Extension for Labeled Surface Fitting, Ninth Hungarian Conference on Computer Graphics and Geometry, MTA SZTAKI, pp. 1-9, 2018 | Márton Vaitkus, Tamás Várady: A Labeling Algorithm for Trimmed Surface Fitting, Proceedings of CAD'18, Paris, pp. 86-90, 2018 | Tamás Umenhoffer: An anatomical aortic root model based on N-sided patches for elastic simulation, Ninth Hungarian Conference on Computer Graphics and Geometry, MTA SZTAKI, pp. 143-149, 2018 | István Kovács, Tamás Várady: P-Bézier and P-Bspline curves – new representations with proximity control, COMPUTER AIDED GEOMETRIC DESIGN (62), pp. 117-132, 2018 | Péter Salvi, Tamás Várady: Multi-sided Bézier surfaces over concave polygonal domains, COMPUTERS & GRAPHICS-UK, (74): pp. 56-65., 2018 | Márton Vaitkus, Tamás Várady: Parameterizing and extending trimmed regions for tensor-product surface fitting, COMPUTER-AIDED DESIGN, (104), pp. 125-140, 2018 | Márton, Vaitkus: Notes On Curve Network Interpolation, In: Proceedings of the Workshop on the Advances of Information Technology: WAIT, BME IIT, pp 77-86, 2019 | Márton, Vaitkus: Positive Geometries for Barycentric Interpolation, In: C. Beccari; X. Li; T. Ju; G. Patanè (Eds.), IGS 2019 Poster Proceedings, pp 62-65, 2019 | Márton, Vaitkus ; Tamás, Várady: A Labeling Algorithm for Trimmed Surface Fitting, COMPUTER-AIDED DESIGN AND APPLICATIONS 16 : 4, pp. 720-732, 2019 | Péter Salvi: G1 hole filling with S-patches made easy, In: Proc. of 12th Conf. of the Hungarian Association for Image Processing and Pattern Recognition, KÉPAF, 2019 | Péter Salvi: On the CAD-compatible conversion of S-Patches, In: Proceedings of the Workshop on the Advances of Information Technology: WAIT, BME IIT, pp 72-76, 2019 | István Kovács, Tamás Várady: Constrained fitting with free-form curves and surfaces (submitted), COMPUTER AIDED DESIGN (Elsevier), 2020 | Tamás Várady, Péter Salvi, Márton Vaitkus, Ágoston Sipos: Multi-sided Bézier surfaces over curved, multi-connected domains (submitted), COMPUTER AIDED GEOMETRIC DESIGN, 2020 | István Kovács, Tamás Várady: Constrained fitting with free-form curves and surfaces, COMPUTER AIDED DESIGN (Elsevier), Paper: 102816, 2020 | Tamás Várady, Péter Salvi, Márton Vaitkus, Ágoston Sipos: Multi-sided Bézier surfaces over curved, multi-connected domains, COMPUTER AIDED GEOMETRIC DESIGN, paper: 101828, 2020 | Salvi Péter: A multi-sided generalization of the C0 Coons patch, Proceedings of the Workshop on the Advances of Information Technology, BME IIT,, 2020 | Salvi, Péter ; Várady, Tamás ; Rockwood, Alyn: Notes on the CAD-Compatible Conversion of Multi-Sided Surfaces, Proceedings of the CAD'20 Conference, pp. 11-15,, 2020 | Salvi, Péter ; Várady, Tamás ; Rockwood, Alyn: Notes on the CAD-Compatible Conversion of Multi-Sided Surfaces, COMPUTER-AIDED DESIGN AND APPLICATIONS 18 : 1, pp. 156-169., 2021 | Sipos, Ágoston: A Gn rational spline with an algebraic distance field, Proceedings of the Workshop on the Advances of Information Technology, BME IIT, 2020 | Sipos, Ágoston ; Várady, Tamás ; Salvi, Péter ; Vaitkus, Márton: Multi-sided implicit surfacing with I-patches, COMPUTERS & GRAPHICS-UK 90 pp. 29-42., 2020 | Ágoston Sipos,Tamás Várady, Péter Salvi: Approximating Triangular Meshes by Implicit, Multi-Sided Surfaces, Proceedings of the CAD Conference ,Ed. L.A. Piegl, 2021 | Márton Vaitkus, Tamás Várady, Péter Salvi, Ágoston Sipos: Multi-sided B-spline surfaces over curved, multi-connected domains, COMPUTER AIDED GEOMETRIC DESIGN (0167-8396 ): 89 Paper 102019., 2021 | Péter Salvi, Tamás Várady: Proximity by multiplicity, Proceedings of the Workshop on the Advances in Information Technology, BME IIT, 2022 | Ágoston Sipos, Tamás Várady, Péter Salvi: Implicit representations for multi-sided surface patches, X. Magyar Számítógépes Grafika és Geometria Konferencia, 2022 | Ágoston Sipos, Tamás Várady, Péter Salvi: Approximating Triangular Meshes by Implicit, Multi-Sided Surfaces, COMPUTER-AIDED DESIGN AND APPLICATIONS 19 : 5 pp. 1015-1028, 2022 | Márton Vaitkus, Tamás Várady, Péter Salvi: Generalized B-spline surfaces over curved domains, X. Magyar Számítógépes Grafika és Geometria Konferencia, 2022 | Jázmin Szörfi, Tamás Várady: Polyhedral design with concave and multi-connected faces, X. Magyar Számítógépes Grafika és Geometria Konferencia, 2022 | Ágoston Sipos: A generalization of tangent-based implicit curves, Proceedings of the Workshop on the Advances in Information Technology, BME IIT, 2022 | Márton Vaitkus: Explorations in Differential-based Geometric Modeling and Control Theory, Proceedings of the Workshop on the Advances in Information Technology, BME IIT, 2022 | Sipos, Ágoston: Corner-based implicit patches, 13th Conf. of PhD Students in Computer Science : Short Papers, SZeged, 2022 | Sipos, Ágoston: Corner-Based Implicit Patches, ACTA CYBERNETICA 0324-721X 2676-993X, Special Issue, 13th Conf. of PhD Students, 2023 | Péter Salvi, Patrik Gál: Tessellation of Zheng-Ball patches, Procs. of the Workshop on the Advances of Information Technology 2023, BME IIT, 2023 | Peter Salvi: Intuitive interior control for multi-sided patches with arbitrary boundaries, CAD'23 Proceedings, pp. 26-30., 2023 | Peter Salvi: Intuitive interior control for multi-sided patches with arbitrary boundaries, COMPUTER-AIDED DESIGN AND APPLICATIONS 21 : 1 pp. 143-154. , 12 p. (2024), 2024 | Péter Salvi, Márton Vaitkus, Tamás Várady: Constrained modeling of multi-sided patches, COMPUTERS & GRAPHICS-UK 114 pp. 86-95. , 10 p. (2023), 2023 |
|
|
|
|
|
|
Back »
|
|
|