Vitaliy Kurlin
Title
Cited by
Cited by
Year
Atmospheric river tracking method intercomparison project (ARTMIP): project goals and experimental design
CA Shields, JJ Rutz, LY Leung, FM Ralph, M Wehner, B Kawzenuk, ...
Geoscientific Model Development (Online) 11 (PNNL-SA-130655), 2018
672018
All 2–dimensional links in 4–space live inside a universal 3–dimensional polyhedron
C Kearton, V Kurlin
Algebraic & Geometric Topology 8 (3), 1223-1247, 2008
332008
A one‐dimensional homologically persistent skeleton of an unstructured point cloud in any metric space
V Kurlin
Computer Graphics Forum 34 (5), 253-262, 2015
252015
Basic embeddings into a product of graphs
V Kurlin
Topology and its Applications 102 (2), 113-137, 2000
242000
A 1-parameter approach to links in a solid torus
T Fiedler, V Kurlin
Journal of the Mathematical Society of Japan 62 (1), 167-211, 2010
21*2010
A fast persistence-based segmentation of noisy 2D clouds with provable guarantees
V Kurlin
Pattern recognition letters 83, 3-12, 2016
182016
Reconstructing persistent graph structures from noisy images.
A Chernov, V Kurlin
Image-a.= Imagen-a. 3 (5), 19-22, 2013
162013
Computing braid groups of graphs with applications to robot motion planning
V Kurlin
Homology, Homotopy and Applications 14 (1), 159-180, 2012
162012
The atmospheric river tracking method intercomparison project (ARTMIP): quantifying uncertainties in atmospheric river climatology
JJ Rutz, CA Shields, JM Lora, AE Payne, B Guan, P Ullrich, T O’Brien, ...
Journal of Geophysical Research: Atmospheres 124 (24), 13777-13802, 2019
142019
A fast and robust algorithm to count topologically persistent holes in noisy clouds
V Kurlin
Proceedings of the IEEE Conference on Computer Vision and Pattern …, 2014
142014
Compressed Drinfeld associators
V Kurlin
Journal of Agebra 292 (1), 184-242, 2005
14*2005
A higher-dimensional homologically persistent skeleton
S Kalisnik, V Kurlin, D Lesnik
Advances in Applied Mathematics 101, 113-142, 2019
13*2019
Auto-completion of Contours in Sketches, Maps, and Sparse 2D Images Based on Topological Persistence
V Kurlin
2014 16th International Symposium on Symbolic and Numeric Algorithms for …, 2014
132014
A Homologically Persistent Skeleton is a fast and robust descriptor of interest points in 2D images
V Kurlin
International Conference on Computer Analysis of Images and Patterns, 606-617, 2015
122015
Gauss paragraphs of classical links and a characterization of virtual link groups
V Kurlin
Mathematical Proceedings of Cambridge Philosophical Society 145 (1), 129-140, 2008
112008
Topological data analysis and machine learning for recognizing atmospheric river patterns in large climate datasets
G Muszynski, K Kashinath, V Kurlin, M Wehner
Geoscientific Model Development (Online) 12 (2), 2019
10*2019
The classical Baker-Campbell-Hausdorff formula gives a recursive way to compute the Hausdorff series H= ln (ee) for non-commuting X, Y. Formally H lives in the graded …
V Kurlin
Journal of Lie Theory 17 (2007), 2007
10*2007
Resolution-independent superpixels based on convex constrained meshes without small angles
J Forsythe, V Kurlin, A Fitzgibbon
International Symposium on Visual Computing, 223-233, 2016
92016
Dynnikov three-page diagrams of spatial 3-valent graphs
V Kurlin
Functional Analysis and Its Applications 35 (3), 230–233, 2001
9*2001
Relaxed disk packing
H Edelsbrunner, M Iglesias-Ham, V Kurlin
Canadian Conference on Computational Geometry, 2015
72015
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Articles 1–20