A Genetic Isometric Shape Correspondence Algorithm with Adaptive Sampling
Published 2018 View Full Article
- Home
- Publications
- Publication Search
- Publication Details
Title
A Genetic Isometric Shape Correspondence Algorithm with Adaptive Sampling
Authors
Keywords
-
Journal
ACM TRANSACTIONS ON GRAPHICS
Volume 37, Issue 5, Pages 1-14
Publisher
Association for Computing Machinery (ACM)
Online
2018-10-23
DOI
10.1145/3243593
References
Ask authors/readers for more resources
Related references
Note: Only part of the references are listed.- Entropic metric alignment for correspondence problems
- (2016) Justin Solomon et al. ACM TRANSACTIONS ON GRAPHICS
- Hyperbolic orbifold tutte embeddings
- (2016) Noam Aigerman et al. ACM TRANSACTIONS ON GRAPHICS
- Point registration via efficient convex relaxation
- (2016) Haggai Maron et al. ACM TRANSACTIONS ON GRAPHICS
- Structure-oriented networks of shape collections
- (2016) Noa Fish et al. ACM TRANSACTIONS ON GRAPHICS
- Non-Rigid Puzzles
- (2016) O. Litany et al. COMPUTER GRAPHICS FORUM
- Stable Region Correspondences Between Non-Isometric Shapes
- (2016) V. Ganapathi-Subramanian et al. COMPUTER GRAPHICS FORUM
- Learning to segment and unfold polyhedral mesh from failures
- (2016) Zhonghua Xi et al. COMPUTERS & GRAPHICS-UK
- Spectral Generalized Multi-dimensional Scaling
- (2016) Yonathan Aflalo et al. INTERNATIONAL JOURNAL OF COMPUTER VISION
- Seamless surface mappings
- (2015) Noam Aigerman et al. ACM TRANSACTIONS ON GRAPHICS
- Orbifold Tutte embeddings
- (2015) Noam Aigerman et al. ACM TRANSACTIONS ON GRAPHICS
- Fast Wavefront Propagation (FWP) for Computing Exact Geodesic Distances on Meshes
- (2015) Chunxu Xu et al. IEEE TRANSACTIONS ON VISUALIZATION AND COMPUTER GRAPHICS
- Symmetry Robust Descriptor for Non-Rigid Surface Matching
- (2013) Zhiyuan Zhang et al. COMPUTER GRAPHICS FORUM
- Coarse-to-Fine Isometric Shape Correspondence by Tracking Symmetric Flips
- (2013) Y. Sahillioğlu et al. COMPUTER GRAPHICS FORUM
- Bilateral Maps for Partial Matching
- (2013) Oliver van Kaick et al. COMPUTER GRAPHICS FORUM
- Sparse Modeling of Intrinsic Correspondences
- (2013) J. Pokrass et al. COMPUTER GRAPHICS FORUM
- Fit and diverse
- (2012) Kai Xu et al. ACM TRANSACTIONS ON GRAPHICS
- Finding Surface Correspondences Using Symmetry Axis Curves
- (2012) Tianqiang Liu et al. COMPUTER GRAPHICS FORUM
- Can Mean-Curvature Flow be Modified to be Non-singular?
- (2012) Michael Kazhdan et al. COMPUTER GRAPHICS FORUM
- Minimum-Distortion Isometric Shape Correspondence Using EM Algorithm
- (2012) Y. Sahillioglu et al. IEEE TRANSACTIONS ON PATTERN ANALYSIS AND MACHINE INTELLIGENCE
- Blended intrinsic maps
- (2011) Vladimir G. Kim et al. ACM TRANSACTIONS ON GRAPHICS
- A Condition Number for Non-Rigid Shape Matching
- (2011) Maks Ovsjanikov et al. COMPUTER GRAPHICS FORUM
- Intrinsic Shape Matching by Planned Landmark Sampling
- (2011) A. Tevs et al. COMPUTER GRAPHICS FORUM
- A Survey on Shape Correspondence
- (2011) Oliver van Kaick et al. COMPUTER GRAPHICS FORUM
- Partial retrieval of CAD models based on the gradient flows in Lie group
- (2011) Songqiao Tao et al. PATTERN RECOGNITION
- Parallel Poisson disk sampling with spectrum analysis on surfaces
- (2010) John Bowers et al. ACM TRANSACTIONS ON GRAPHICS
- One Point Isometric Matching with the Heat Kernel
- (2010) Maks Ovsjanikov et al. COMPUTER GRAPHICS FORUM
- Multimodal genetic algorithms-based algorithm for automatic point correspondence
- (2010) Konstantinos Delibasis et al. PATTERN RECOGNITION
- Möbius voting for surface correspondence
- (2009) Yaron Lipman et al. ACM TRANSACTIONS ON GRAPHICS
- Non-Rigid Registration Under Isometric Deformations
- (2008) Qi-Xing Huang et al. COMPUTER GRAPHICS FORUM
- Hybrid Multiobjective Evolutionary Design for Artificial Neural Networks
- (2008) Chi-Keong Goh et al. IEEE TRANSACTIONS ON NEURAL NETWORKS
Add your recorded webinar
Do you already have a recorded webinar? Grow your audience and get more views by easily listing your recording on Peeref.
Upload NowCreate your own webinar
Interested in hosting your own webinar? Check the schedule and propose your idea to the Peeref Content Team.
Create Now