Selected papers in top journals and conferences
 S.Kalisnik, V.Kurlin, D.Lesnik. A higherdimensional Homologically Persistent Skeleton.
Advances in Applied Mathematics, v.102 (2019), p.113142.
This paper has received the highest praise from colleagues (ranked as 4* in the departmental assessment for REF2021).
 V. Kurlin, A onedimensional Homologically Persistent Skeleton of an unstructured point cloud in any metric space.
CGF : Computer Graphics Forum, v. 34, no. 5 (2015), p. 253262.
This paper introduces a Homologically Persistent Skeleton (HoPeS), my key contribution to Topological Data Analysis.
 V. Kurlin, A fast and robust algorithm to count topologically persistent holes in noisy clouds.
Proceedings of CVPR 2014:
Computer Vision and Pattern Recognition, p. 14581463.
This paper is in the top 3 conference in Computer Science, the highest hindex conference in any field.
 C. Kearton, V. Kurlin,
All 2dimensional links live inside a universal 3dimensional polyhedron.
AGT : Algebraic and Geometric Topology, v. 8 (2008), no. 3, p. 12231247.
This is the highest cited paper, where I was the leading author (the second alphabetically).
 V. Kurlin. Compressed Drinfeld associators.
Journal of Algebra, v. 292 (2005), no. 1, p. 184242.
This is my most substantial 59page paper in pure mathematics.
 V. Kurlin.
Basic embeddings into a product of graphs.
Topology and Its Applications, v. 102 (2000), no. 2, p. 113137.
This paper was completed during the 2nd year of the undergraduate degree.
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All papers by research topics and chronologically (Google scholar, arXiv)
2021
2020
2019
2018
2017
2016
2015
2014
2013
2012
20082010
20052007
20012004
19992000
 New area Periodic Geometry and Topology (since 2020) for applications in Crystallography and Materials Science
 Applied Mathematics : Geometric and Topological Data Analysis for applications in Computer Vision and Climate
 Pure mathematics : graphs, topology and noncommutative algebra
 2008  2010 :
singularity theory related to knots and links
 2005  2007 :
postdoctoral work on noncommutative algebra
 2001  2004 :
PhD work on classifications of embedded graphs
 1999  2000 : MSc work
on link invariants and basic embeddings
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 Phil Smith, Vitaliy Kurlin.
 Skeletonisation algorithms with theoretical guarantees for unorganised point clouds with high levels of noise.
 Pattern Recognition, v.115 (2021), 107902.

[extended, 48 pages, 7.6M]
[project page]
[reference]


 Aikaterini Vriza, Angelos Canaj, Rebecca Vismara, Laurence Cook, Troy Manning, Michael Gaultois, Peter Wood, Vitaliy Kurlin, Neil Berry, Matthew Dyer and Matthew Rosseinsky.
 One class classification as a practical approach for accelerating ππ cocrystal discovery.
 Chemical Science, to appear in 2021.

[18 pages, 2.7M]
[project page]
[reference]


 G. Muszynski, Prabhat, J. Balewski, K. Kashinath, M. Wehner, V. Kurlin.
 Atmospheric Blocking Pattern Recognition in Global Climate Model Simulation Data.
 Proceedings of ICPR : International Conference on Pattern Recognition.

[8 pages, 5.9M]
[project page]
[reference]

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 Cameron Hargreaves, Matthew Dyer, Michael Gaultois, Vitaliy Kurlin, Matthew Rosseinsky.
 The Earth Mover’s Distance as a Metric for the Space of Inorganic Compositions.
 Chemistry of Materials, volume 32 (24), p.1061010620 (December 2020).

[11 pages, 3.5M]
[project page]
[reference]


 Arshad Siddiqui, Vitaliy Kurlin.
 Polygonal Meshes of Noisy Images based on a new Thinning Algorithm with Theoretical Guarantees.
 Proceedings of VISAPP 2020 (International Conference on Computer Vision Theory and Applications).

[10 pages, 16M]
[project page]
[reference]
[official link]


 Thomas Welsch, Vitaliy Kurlin.
 Synthesis through Unification Genetic Programming.
 Proceedings of GECCO : Genetic and Evolutionary Computation Conference.

[8 pages, 414K]

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 Jonathan Rutz et al.
 The Atmospheric River Tracking Method Intercomparison Project (ARTMIP): Quantifying Uncertainties in Atmospheric River Climatology.
 Journal of Geophysical Research: Atmospheres, v. 124 (24), 2019, p. 1377713802.

[50 pages, 5.5M]
[project page]
[reference]


 Sara Kalisnik, Vitaliy Kurlin, Davorin Lesnik.
 A higherdimensional Homologically Persistent Skeleton.
 Advances in Applied Mathematics, v.102 (2019), p.113142.

[30 pages, 1M]
[project page]
[reference]


 Yury Elkin, Di Liu, Vitaliy Kurlin.
 A fast approximate skeleton with guarantees for any cloud of points in a Euclidean space.
 Proceedings of TopoInVis 2019 : Topologybased methods In Visualization.
To appear as a chapter in a refereed book by Springer in 2021.

[19 pages, 6.8M]
[project page]
[reference]


 Grzegorz Muszynski, Karthik Kashinath, Vitaliy Kurlin, Michael Wehner, Prabhat
 Topological Data Analysis and Machine Learning for Recognizing Atmospheric River Patterns in Large Climate Datasets.
 Geoscientific Model Development, v. 12, p. 613628, 2019.

[24 pages, 7.4M]
[project page]
[official link]
[reference]


 Naohiko Ban, Wataru Yamazaki, Vitaliy Kurlin.
 Development of a Reconstruction Method for Major Vortex Structure around Tandem Flapping Wing Object via Vortex Trajectory Method.
 American Institute of Aeronautics and Astronautics SciTech Forum (2019).

[37 pages, 7.2M]
[project page]
[reference]
[official link]


 Vitaliy Kurlin, Grzegorz Muszynski.
 A persistencebased approach to automatic detection of line segments in images.
 Proceedings of CTIC 2019 (Computational Topology in Image Context)
Lecture Notes in Computer Science, v. 11382 (2019), p. 137150.

[14 pages, 2.7M]
[project page]
[reference]
[official link]

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 Jonathan Rutz et al.
 The Atmospheric River Tracking Method Intercomparison Project (ARTMIP): project goals and experimental design.
 Geoscientific Model Development, v. 11, 24552474, 2018.

[20 pages, 5.3M]
[project page]
[reference]

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 Vitaliy Kurlin, Donald Harvey.
 Superpixels Optimized by Color and Shape (SOCS).
 Proceedings of EMMCVPR 2017 (Energy Minimization Methods in Computer Vision and Pattern Recognition), LNCS 10746, p. 297311, Springer.

[14 pages, 4.9M]
[project page]
[reference]

vs


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 Jeremy Forsythe, Vitaliy Kurlin,
Andrew Fitzgibbon.
 Resolutionindependent superpixels based on convex constrained meshes without small angles.
 Proceedings of ISVC 2016: International Symposium on Visual Computing.
 Lecture Notes in Computer Science, v. 10072, p. 223233.

[10 pages, 3.7M]
[project page]
[reference]


 Vitaliy Kurlin.
 A fast persistencebased segmentation of noisy 2D clouds with provable guarantees.
 Pattern Recognition Letters, v. 83 (2016), p. 312.

[full version: 16 pages, 4.2M]
[project page]
[reference]
[official]

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 Vitaliy Kurlin.
 A onedimensional Homologically Persistent Skeleton of a point cloud in any metric space.
 Computer Graphics Forum, v. 34, no. 5 (2015), p. 253262.
 A special issue devoted to SGP 2015:
Eurographics Symposium on Geometry Processing.

[10 pages, 3.2M]
[project page]
[reference]
[official link]


 Vitaliy Kurlin.
 A Homologically Persistent Skeleton is a fast and robust descriptor of interest points in 2D images.
 Lecture Notes in Computer Science, v. 9256 (2015), p. 606617.
 (Proceedings of
CAIP 2015: Computer Analysis of Images and Patterns).

[12 pages, 1.2M]
[project page]
[reference]
[official link]


 Herbert Edelsbrunner, Mabel IglesiasHam, Vitaliy Kurlin.
 Relaxed disk packing.
 Proceedings of CCCG 2015:
Canadian Conference on Computational Geometry, p.128135.

[8 pages, 390K]
[arXiv:1505.03402]
[proceedings in pdf, 30M]

@inproceedings{EIHK15CCCG,
author = {Edelsbrunner, E. and IglesiasHam, M. and Kurlin, V.},
title = {Relaxed disk packing},
booktitle = {Proceedings of CCCG 2015: Canadian Conference on Computational Geometry},
year = {2015}
}

 Vitaliy Kurlin.
 A linear time algorithm for visualizing knotted structures in 3 pages.
 Proceedings of IVAPP 2015:
Information Visualization Theory and Applications, p. 516.

[12 pages, 2.5M]
[project page]
[reference]
[official link]

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 Vitaliy Kurlin.
 A fast and robust algorithm to count topologically persistent holes in noisy clouds.
 Proceedings of CVPR 2014:
Computer Vision and Pattern Recognition, p. 14581463
(top 3 conference in Computer Science, the highest hindex conference in any field).

[extended: 10 pages, 1.6M]
[project page]
[reference]


 Vitaliy Kurlin.
 Autocompletion of contours in sketches, maps and sparse 2D images based on persistence.
 Proceedings of workshop CTIC (Computational Topology in Image Context) at SYNASC 2014
 (Symposium on Symbolic and Numeric Algorithms for Scientific Computing), p. 594601.

[8 pages, 1.1M]
[project page]
[reference]
[code: betaversion]


 Vitaliy Kurlin, Marjan SafiSamghabadi.
 Computing a skeleton of the configuration space of 2 round robots on a metric graph.
 Proceedings of ICRoM 2014:
International Conference on Robotics and Mechatronics, p. 723729.

[7 pages, 370K]
Slides [pdf, 32 pages, 1.6M]
[official link]

@inproceedings{kurlin2014computing,
author = {Kurlin, V. and SafiSamghabadi, M.},
title = {Computing a skeleton of the configuration space of 2 round robots on a metric graph},
booktitle = {Proceedings of ICRoM 2014: International Conference on Robotics and Mechatronics},
pages = {723729},
year = {2014}
}
 Input: a radius r of two robots and a metric graph G with fixed lengths of edges.
 Output: connected components of the configuration space of two robots in G.
 Running time: O(n^{4}) for the number n of vertices in the given graph G.
 Abstract. A connected metric graph G with n vertices and without loops and multiple edges can be represented as an nbyn matrix whose entries are length of edges of G. A robot in the metric graph G is a metric ball with a centre x in G and a radius r>0. The configuration space OC(G,r) of two robots in G is the set of all centers (x,y) such that the centres x,y are at least 2r away from each other. We introduce the configuration skeleton CS(G,r) that captures all connectivity information of the space OC(G,r). As a consequence we get a polynomial time algorithm to find all connected components of OC(G,r) that are maximal subsets of all positions (x,y) connectable by collisionfree motions.
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 Vitaliy Kurlin, Ludmila Mihaylova.
How many wireless sensors are needed to guarantee connectivity
of a 1D network with random internode spacings?
Journal of Applied Probability and Statistics,
v. 8 (2013), no. 2, p. 2750.
(1M, 24 pages).

Alexey Chernov, Vitaliy Kurlin.
Reconstructing persistent graph structures from noisy images.
Journal ImageA,
v. 3 (2013), no. 5, p. 1922.
(229K, 4 pages).
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2012 :
HHA
 Vitaliy Kurlin.
Computing braid groups of graphs with applications to robot motion planning.
Homology, Homotopy and Applications,
v. 14 (2012), no. 1, p. 159180.
(249K, 22 pages).
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2008  2010 : singularity theory applied to knots and links
 Thomas Fiedler, Vitaliy Kurlin.
Recognizing trace graphs of closed braids.
Osaka Journal of Mathematics,
v. 47 (2010), no. 4, p. 885909.
(1.8M, 25 pages).
 Thomas Fiedler, Vitaliy Kurlin.
A oneparameter approach to links in a solid torus.
Journal of the Mathematical Society of Japan,
v. 62 (2010), no. 1, p. 167211.
(1.8M, 45 pages).
 Thomas Fiedler, Vitaliy Kurlin.
Fiber quadrisecants in knot isotopies.
J
Knot Theory Ramifications, v. 17 (2008), no. 11, p. 14151428.
(780K, 14 pages).
 Cherry Kearton, Vitaliy Kurlin.
All 2dimensional links live inside a universal 3dimensional polyhedron.
Algebraic & Geometric Topology, v. 8 (2008), no. 3, p. 12231247.
(560K, 25 pages).
 Vitaliy Kurlin.
Gauss paragraphs of classical links and a characterization of virtual link groups.
Math. Proc. Cambridge Phil. Society, v. 145 (2008), no. 1, p. 129140.
(223K, 12 pages).
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2005  2007 : postdoctoral work on noncommutative algebra
 Vitaliy Kurlin, Daniel Lines.
Peripherally specified homomorphs of link groups.
J Knot Theory Ramifications, v. 16 (2007), no. 6, p. 719740.
(435K, 22 pages).
 Vitaliy Kurlin.
The BakerCampbellHausdorff formula in the free metabelian Lie algebra.
Journal of Lie Theory, v. 17 (2007), no. 3, p. 525538.
(190K, 14 pages).
 Vitaliy Kurlin.
Threepage encoding and complexity theory for spatial graphs.
J Knot Theory Ramifications, v. 16 (2007), no. 1, p. 59102.
(800K, 44 pages).
 Vitaliy Kurlin.
Compressed Drinfeld associators.
Journal of Algebra, v. 292 (2005), no. 1, p. 184242.
(400M, 59 pages).
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2001  2004 : PhD work on a classification of embedded graphs
 Vitaliy Kurlin, Vladimir Vershinin.
Threepage embeddings of singular knots.
Functional Analysis and Its Applications, v. 38 (2004), no. 1, p. 1427.
(200K, 14 pages).
 Vitaliy Kurlin.
Basic embeddings and 3page embeddings of graphs.
Russian
Mathematical Surveys, v. 58 (2003), no. 2, p. 372374.
(116K, 3 pages).
 Vitaliy Kurlin.
Threepage Dynnikov's diagrams of spatial 3valent graphs.
Functional Analysis and Its Applications, v. 35 (2001), no. 3, p. 230233.
(96K, 4 pages).
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1999  2000 : MSc work on link invariants and basic embeddings
 Vitaliy Kurlin.
Basic embeddings into a product of graphs.
Topology and Its Applications, v. 102 (2000), no. 2, p. 113137.
(225K, 25 pages).
 Vitaliy Kurlin.
Reduction of framed links to ordinary links.
Russian Mathematical Surveys, v. 54 (1999), no. 4, p. 845846.
(244K, 2 pages).
 Vitaliy Kurlin.
Invariants of colored links.
Moscow University Math. Bulletin, v. 54 (1999), no. 3, p. 4244.
(in Russian, 670K, 3 pages).
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Invited lectures at international conferences
20202021 
2019 
20172018 
2016 
2015 
20112014 
20072010 
20052006 
19992004
Oral presentations given in 20202021
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Oral presentations given in 2019
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Oral presentations given in 20172018
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Oral presentations given in 2016
 August 2016 : BTM 2016 (British Topology Meeting), Glasgow University, UK.
Title : Graph reconstruction from noisy scans based on persistence (1hour keynote lecture).
 July 2016 : ATMCS 8 (Applied Topology: Methods, Computation, Science), Turin (Italy).
Title : Graph reconstruction from noisy point samples (30min software demo).
 July 2016 : 7 ECM (European Congress of Mathematics), Berlin (Germany).
Title : Topological Computer Vision (20min contributed talk).
 April 2016 : symposium Today's Data Predicting Tomorrow, Loughborough (UK).
Title : Applications of Topological Data Analysis (25min invited talk).
 April 2016 : BAMC 2016: British Applied Mathematical Colloquium, Oxford (UK).
Title : Convex constrained meshes of superpixels (20min contributed talk).
 January 2016 : ATI workshop
Mathematical Foundations of Learning for nonEuclidean Objects, London (UK).
Title : Topological Computer Vision (20min invited talk).
 January 2016 : Prospects in Data Science, Southampton (UK).
Title : Topological Computer Vision (40min keynote lecture).
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Oral presentations given in 2015
 October 2015 :
Computational Geometric and Algebraic Topology, Oberwolfach (Germany).
Title : HoPeS (cloud segmentations and persistent skeletons): (15min software demo).
 September 2015 :
CAT 2015:
Computational Algebraic Topology, Oxford (UK).
Title : Topological Computer Vision is a new area in Topological Data Analysis (25min invited talk).
 July 2015 :
ACA 2015:
Applications of Computer Algebra, Kalamata (Greece).
Title : Fast and stable topological profiles of noisy 2D images (30min contributed talk).
 July 2015 :
ACAT 2015:
Applied and Computational Algebraic Topology, IST Austria.
Title : A homologically persistent skeleton of an unstructured point cloud (40min contributed talk).
 July 2015 :
SGP 2015:
Eurographics Symposium on Geometry Processing, Graz (Austria).
Title : A homologically persistent skeleton of an unstructured point cloud (30min talk with the accepted paper).
 June 2015 :
DyToComp 2015:
Dynamics, Topology and Computation, Bedlewo (Poland).
Title : A Homologically Persistent Skeleton in Computer Vision and beyond (30min contributed talk).
 May 2015 :
MMMDS:
Mathematical Methods for Massive Data Sets, Edinburgh (UK).
Title : Topological Data Analysis. Applications to Computer Vision (45min invited talk).
 May 2015 :
TopoInVis 2015:
TopologyBased Methods in Visualization, Annweiler (Germany).
Title : Computing invariants of knotted graphs given by sequences of 3D points (25min talk with the accepted paper).
 April 2015 :
BAMC:
British Applied Mathematical Colloquium, Cambridge (UK).
Title : Topological Data Analysis. Applications to Computer Vision (20min contributed talk).
 March 2015 :
IVAPP:
Information Visualization Theory and Applications, Berlin (Germany).
Title : A linear time algorithm for visualizing knotted structures in 3 pages (30min talk with the accepted paper).
 February 2015 :
Algebraic Topology: Computation, Data Analysis, and Applications
workshop at the Oxford Mathematical Institute (United Kingdom).
Title : Homologically persistent skeleton (20min invited talk).
 January 2015 :
Applied
Algebraic Topology network, Queen Mary University of London (UK).
Title : Topological Data Analysis. Applications to Computer Vision (45min invited talk).
 January 2015 :
Transpennine
Topology Triangle meeting, University of Sheffield (UK).
Title : Topological Data Analysis. Applications to Computer Vision (1 hour).
 January 2015 : Winter School on Lowdimensional Topology, La Llagonne (France).
Title : Topological Data Analysis. Applications to Computer Vision (45min invited talk).
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Oral presentations given in 20112014
 September 2014 :
CTIC: Computational Topology in Image Context, Timisoara (Romania).
Title 1 : Autocompletion of closed contours based on topological persistence (20 min).
Title 2 : Drawing a graph in 3 pages within its isotopy class in a linear time (20 min).
 September 2014 :
British Topology Meeting,
Southampton (United Kingdom).
Title : Topological Data Analysis. Applications to Computer Vision (30 min).
 July 2014 :
Applied Algebraic Topology,
CIEM, Castro Urdiales (Spain).
Title : Homologically Persistent Skeleton for visualizing highdimensional data (45 min).
 July 2013,
Applied Topology,
Bedlewo Conference Centre (Poland).
Title : Reconstructing persistent structures from
noisy images of graphs in a metric space (40 min).
 July 2013 :
Applied
and Computational Algebraic Topology, Bremen (Germany).
Title : Persistent homotopy types of noisy samples of graphs in the plane (30 min).
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Oral presentations given in 20072010
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Oral presentations given in 20052006
 September 2006 :
Lowdimensional Manifolds,
Burgo de Osma (Spain).
Title : Compressed Drinfeld associators (25 min).
 August 2006 :
International
Congress of Mathematicians 2006,
Madrid (Spain).
Title : Compressed BakerCampbellHausdorff formula
(20min oral communication).
 May 2006 :
Knots,
Groups and 3Manifolds,
Marseille (France).
Title : Peripherally specified homomorphs of link groups (20 min).
 April 2006 :
54th
Transpennine Topology Triangle meeting,
Sheffield (UK).
Title : Compressed BakerCampbellHausdorff formula (1 hour).
 April 2006 :
Algebraic Geometry,
Singularities, Knots,
Liverpool (UK).
Title : Topological approach to the conjugacy of braids (1 hour).
 April 2006 :
British Mathematical Colloquium 2006,
Newcastle (UK).
Title : Compressed BakerCampbellHausdorff formula (25 min).
 November 2005 :
Combinatorial Braid Theory, Brighton (UK).
Title : Oneparameter approach to knot theory (45+45 min).
 June 2005, Rencontres du GDR Tresses (braids), Luminy (France).
Title : Fiedler's 1parameter approach to knot theory (30 min).
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Oral presentations given in 19992004
 September 2004 :
Rencontres du GDR Tresses (braids), Tatihou (France).
Title : Description of compressed Drinfeld associators (40 min).
 July 2004 :
Geometry, Topology and Combinatorics (satellite of
ECM 2004), Stockholm (Sweden).
Title : Computing compressed Drinfeld associators (30 min).
 June 2004 : Rencontres du GDR Tresses (braids), Autrans (France).
Title : A program to compute Drinfeld associators (30 min).
 May 2003 : Kolmogorov and Contemporary Mathematics, Moscow (Russia).
Title : Basic embeddings of graphs (20 min).
 June 2001 : Knot Theory and Algebraic Geometry, Liverpool (UK).
Title : Threepage embeddings of spatial 3valent graphs (30 min).
 October 2000 :
Combinatorcs, Dynamics and Probability, Stockholm (Sweden).
Title : Algebraic classification of spatial 3valent graphs (30 min).
 March 2000 :
Geometry and Applications,
Novosibirsk (Russia).
Title : Diagrams of spatial 3valent graphs (20 min).
 August 1999 : Lowdimensional topology and combinatorial group theory,
Chelyabinsk (Russia).
Title : Reduction of framed links to ordinary ones (30 min).
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Smaller research grants, see also larger awards

Faculty summer bursaries (value 2×1K GBP) at the University of Liverpool for 2nd year undergraduates Cristian Badoi and Wenkai Zhang (2019). 

Since 2017 the organiser of the network Applied Algebraic Topology covering 3 meetings per year at the Universities of Liverpool, Queen Mary (G.Bianconi, M.Farber) and Southampton (J.Brodzki, J.Grbić), funded by the London Mathematical Society (value 5.7K GBP in 20172020).


EPSRC vacation bursaries (value 2×2.7K GBP) at the University of Liverpool for 2nd year undergraduates Simon Hirst (2017) and Gee Jack (2018). 

Summer bursary of the London Mathematical Society for Philip Smith (value 1.1K GBP)
to work on the project Superpixel meshes for faster image and video processing in August  September 2016, closely related to the collaboration with
Microsoft Research Cambridge. 

Christopherson/Knott fellowship at
Institute of Advanced Study (left after moving to Liverpool, UK). Title : Optimal meshes of superpixels for faster image processing (7.5K GBP 3month teaching replacement). 

Conference grant (3K GBP, jointly with M.Grinfeld and
M.Haw) to run the ATI strategic workshop on 14 March 2016 : Topological Data Analysis in Materials Science and Engineering. 

Travel grant of the London Mathematical Society to give the contributed 20min talk
Topological Computer Vision in the section Mathematical Image and Signal Processing at 7ECM (European Congress of Mathematicians) at
TU Berlin on 1822 July 2016. 

Travel grant (1.7K Euros) by the ACAT
(Applied and Computational Algebraic Topology) network of ESF (European Science Foundation) to visit IST Austria (March 2015). 

INTAS
PhD Fellowship (10K Euros) at
Moscow State University (Russia),
March 2001  February 2003, covered research collaboration at
Universities of Montpellier II, Liverpool, Dijon, Toulouse III, Paris VII. 
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Coauthors in the alphabetical order (last updated in 2016)
 Alexey Chernov : Senior Lecturer in Statistics at University of Brighton, UK
 Herbert Edelsbrunner : Professor at IST Austria
 Thomas Fiedler : Professor at University of Toulouse III, France
 Andrew Fitzgibbon: Principal Researcher at Microsoft Research Cambridge, UK
 Jeremy Forsythe : former final year project student, UK
 Donald Harvey : former final year project student, UK
 Mabel IglesiasHam : PhD graduate from IST Austria
 Cherry Kearton : retired Reader, UK
 Daniel Lines : retired Professor at University of Burgundy, Dijon, France
 Ludmila Mihaylova : Professor at University of Sheffield, UK
 Marjan SafiSamghabadi :
Lecturer at International Imam Khomeini University, Iran
 Christopher Smithers : former PhD student, UK
 Vladimir Vershinin : Professor at University of Montpellier II, France
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