Vitaliy Kurlin
Vitaliy Kurlin
Professor, Royal Society APEX fellow, University of Liverpool, UK
Verified email at - Homepage
Cited by
Cited by
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 11 (6), 2455-2474, 2018
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
Average Minimum Distances of periodic point sets are foundational invariants for mapping periodic crystals
D Widdowson, MM Mosca, A Pulido, AI Cooper, V Kurlin
MATCH Communications in Mathematical and in Computer Chemistry 87 (3), 529-559, 2022
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 12 (2), 613-628, 2019
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
Analogy powered by prediction and structural invariants: computationally led discovery of a mesoporous hydrogen-bonded organic cage crystal
Q Zhu, J Johal, DE Widdowson, Z Pang, B Li, CM Kane, V Kurlin, GM Day, ...
Journal of the American Chemical Society 144 (22), 9893-9901, 2022
The earth mover’s distance as a metric for the space of inorganic compositions
CJ Hargreaves, MS Dyer, MW Gaultois, VA Kurlin, MJ Rosseinsky
Chemistry of Materials 32 (24), 10610-10620, 2020
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
The Density Fingerprint of a Periodic Point Set
H Edelsbrunner, T Heiss, V Kurlin, P Smith, M Wintraecken
Symposium on Computational Geometry 189, 32:1--32:16, 2021
Resolving the data ambiguity for periodic crystals
D Widdowson, V Kurlin
Advances in Neural Information Processing Systems 35, 24625-24638, 2022
An isometry classification of periodic point sets
O Anosova, V Kurlin
International Conference on Discrete Geometry and Mathematical Morphology …, 2021
A fast persistence-based segmentation of noisy 2D clouds with provable guarantees
V Kurlin
Pattern recognition letters 83, 3-12, 2016
Voronoi‐Based Similarity Distances between Arbitrary Crystal Lattices
MM Mosca, V Kurlin
Crystal Research and Technology 55 (5), 1900197, 2020
Basic embeddings into a product of graphs
V Kurlin
Topology and its Applications 102 (2), 113-137, 2000
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
Geographic style maps for two-dimensional lattices
M Bright, AI Cooper, V Kurlin
Acta Crystallographica Section A: Foundations and Advances 79 (1), 1-13, 2023
Pointwise distance distributions of periodic point sets
D Widdowson, V Kurlin
arXiv preprint arXiv:2108.04798, 2021
A higher-dimensional homologically persistent skeleton
S Kalisnik, V Kurlin, D Lesnik
Advances in Applied Mathematics 101, 113-142, 2019
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
Mathematics of 2-dimensional lattices
V Kurlin
Foundations of Computational Mathematics, 1-59, 2022
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