Hugo Vanneuville

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All published works

Action	Title	Year	Authors
+	Quantitative quenched Voronoi percolation and applications	2025	Hugo Vanneuville
+	Erratum: “Existence of an unbounded nodal hypersurface for smooth Gaussian fields in dimension d≥3”	2024	Hugo Duminil‐Copin Alejandro Rivera Pierre‐François Rodriguez Hugo Vanneuville
+ PDF Chat	The phase transition for planar Gaussian percolation models without FKG	2023	Stephen Muirhead Alejandro Rivera Hugo Vanneuville Laurin Köhler-Schindler
+	Exponential decay of the volume for Bernoulli percolation: a proof via stochastic comparison	2023	Hugo Vanneuville
+ PDF Chat	Noise sensitivity of percolation via differential inequalities	2023	Vincent Tassion Hugo Vanneuville
+	Exponential decay of the volume for Bernoulli percolation: a proof via stochastic comparison	2023	Hugo Vanneuville
+ PDF Chat	Existence of an unbounded nodal hypersurface for smooth Gaussian fields in dimension d≥3	2022	Hugo Duminil‐Copin Alejandro Rivera Pierre‐François Rodriguez Hugo Vanneuville
+ PDF Chat	Bargmann-Fock percolation is noise sensitive	2022	Christophe Garban Hugo Vanneuville
+	Sharpness of Bernoulli percolation via couplings	2022	Hugo Vanneuville
+	Existence of an unbounded nodal hypersurface for smooth Gaussian fields in dimension d $\ge$ 3	2021	Hugo Duminil‐Copin Alejandro Rivera Pierre-François Rodríguez Hugo Vanneuville
+ PDF Chat	The annealed spectral sample of Voronoi percolation	2021	Hugo Vanneuville
+	Existence of an unbounded nodal hypersurface for smooth Gaussian fields in dimension $d \ge 3$	2021	Hugo Duminil‐Copin Alejandro Rivera Pierre-François Rodríguez Hugo Vanneuville
+ PDF Chat	The sharp phase transition for level set percolation of smooth planar Gaussian fields	2020	Stephen Muirhead Hugo Vanneuville
+ PDF Chat	The critical threshold for Bargmann–Fock percolation	2020	Alejandro Rivera Hugo Vanneuville
+	Bargmann-Fock percolation is noise sensitive	2020	Christophe Garban Hugo Vanneuville
+	Noise sensitivity of percolation via differential inequalities	2020	Vincent Tassion Hugo Vanneuville
+	The phase transition for planar Gaussian percolation models without FKG	2020	Stephen Muirhead Alejandro Rivera Hugo Vanneuville Laurin Köhler-Schindler
+	Quasi-independence for nodal lines	2019	Alejandro Rivera Hugo Vanneuville
+ PDF Chat	Quasi-independence for nodal lines	2019	Alejandro Rivera Hugo Vanneuville
+ PDF Chat	Exceptional times for percolation under exclusion dynamics	2019	Christophe Garban Hugo Vanneuville
+ PDF Chat	Annealed scaling relations for Voronoi percolation	2019	Hugo Vanneuville
+	Bargmann-Fock percolation is noise sensitive	2019	Christophe Garban Hugo Vanneuville
+	Percolation dans le plan : dynamiques, pavages aléatoires et lignes nodales	2018	Hugo Vanneuville
+ PDF Chat	Percolation in the plane : dynamics, random tilings and nodal lines	2018	Hugo Vanneuville
+	Quantitative quenched Voronoi percolation and applications	2018	Hugo Vanneuville
+	The sharp phase transition for level set percolation of smooth planar Gaussian fields	2018	Stephen Muirhead Hugo Vanneuville
+	The critical threshold for Bargmann-Fock percolation	2017	Alejandro Rivera Hugo Vanneuville
+	Quasi-independence for nodal lines	2017	Alejandro Rivera Hugo Vanneuville
+	Quasi-independence for nodal lines	2017	Alejandro Rivera Hugo Vanneuville
+	The critical threshold for Bargmann-Fock percolation	2017	Alejandro Rivera Hugo Vanneuville

Common Coauthors

Coauthor	Papers Together
Alejandro Rivera	9
Pierre-François Rodríguez	4
Christophe Garban	4
Hugo Duminil‐Copin	4
Alejandro Rivera	4
Stephen Muirhead	4
Vincent Tassion	2
Laurin Köhler-Schindler	2

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+ PDF Chat	The critical probability for random Voronoi percolation in the plane is 1/2	2005	Béla Bollobás Oliver Riordan	10
+	Crossing probabilities for Voronoi percolation	2016	Vincent Tassion	10
+ PDF Chat	Asymptotic Laws for the Spatial Distribution and the Number of Connected Components of Zero Sets of Gaussian Random Functions	2016	F. Nazarov Mikhail Sodin	9
+	The critical probability of bond percolation on the square lattice equals 1/2	1980	Harry Kesten	9
+	Noise Sensitivity of Boolean Functions and Percolation	2014	Christophe Garban Jeffrey E. Steif	9
+ PDF Chat	Positively Correlated Normal Variables are Associated	1982	Loren D. Pitt	8
+ PDF Chat	Random wavefunctions and percolation	2007	E. Bogomolny C. Schmit	7
+ PDF Chat	Boundedness of level lines for two-dimensional random fields	1996	Kenneth S. Alexander	7
+ PDF Chat	Lectures on two-dimensional critical percolation	2009	Wendelin Werner	7
+	Quasi-independence for nodal lines	2019	Alejandro Rivera Hugo Vanneuville	7
+ PDF Chat	Percolation of random nodal lines	2017	Vincent Beffara Damien Gayet	7
+	A lower bound for the critical probability in a certain percolation process	1960	T. E. Harris	7
+ PDF Chat	Quantitative noise sensitivity and exceptional times for percolation	2010	Oded Schramm Jeffrey E. Steif	6
+	Percolation	1999	Geoffrey Grimmett	6
+ PDF Chat	Scaling relations for 2D-percolation	1987	Harry Kesten	6
+ PDF Chat	One-Arm Exponent for Critical 2D Percolation	2002	Gregory F. Lawler Oded Schramm Wendelin Werner	6
+	Noise sensitivity and Voronoi percolation	2018	Daniel Ahlberg Rangel Baldasso	6
+	Percolation	2006	Béla Bollobás Oliver Riordan	6
+ PDF Chat	Sharp phase transition for the random-cluster and Potts models via decision trees	2019	Hugo Duminil‐Copin Aran Raoufi Vincent Tassion	5
+	Sharpness of the phase transition for continuum percolation in $$\mathbb {R}^2$$ R 2	2017	Daniel Ahlberg Vincent Tassion Augusto Teixeira	5
+	Quenched Voronoi percolation	2015	Daniel Ahlberg Simon Griffiths Robert Morris Vincent Tassion	5
+ PDF Chat	The Fourier spectrum of critical percolation	2010	Christophe Garban Gábor Pete Oded Schramm	5
+	Exponential decay of connection probabilities for subcritical Voronoi percolation in $$\mathbb {R}^d$$ R d	2018	Hugo Duminil‐Copin Aran Raoufi Vincent Tassion	5
+ PDF Chat	Critical exponents for two-dimensional percolation	2001	Stanislav Smirnov Wendelin Werner	5
+ PDF Chat	Noise sensitivity of Boolean functions and applications to percolation	1999	Itaı Benjamini Gil Kalai Oded Schramm	5
+ PDF Chat	The sharp phase transition for level set percolation of smooth planar Gaussian fields	2020	Stephen Muirhead Hugo Vanneuville	4
+ PDF Chat	Noise sensitivity in continuum percolation	2014	Daniel Ahlberg Erik I. Broman Simon Griffiths Robert Morris	4
+	Bargmann-Fock percolation is noise sensitive	2020	Christophe Garban Hugo Vanneuville	4
+ PDF Chat	A 0–1 law for the massive Gaussian free field	2016	Pierre‐François Rodriguez	4
+ PDF Chat	The critical threshold for Bargmann–Fock percolation	2020	Alejandro Rivera Hugo Vanneuville	4
+ PDF Chat	A covariance formula for topological events of smooth Gaussian fields	2020	Dmitry Beliaev Stephen Muirhead Alejandro Rivera	4
+ PDF Chat	Influence and sharp-threshold theorems for monotonic measures	2006	B. T. Graham Geoffrey Grimmett	4
+	Percolation without FKG	2017	Vincent Beffara Damien Gayet	4
+	Percolation in random fields. I	1983	Stanislav Molchanov A. K. Stepanov	4
+	Percolation in random fields. II	1983	Stanislav Molchanov A. K. Stepanov	4
+	Russo-Seymour-Welsh estimates for the Kostlan ensemble of random polynomials	2017	Dmitry Beliaev Stephen Muirhead Igor Wigman	4
+	Percolation Probabilities on the Square Lattice	1978	Paul Seymour Dominic Welsh	4
+ PDF Chat	An approximate zero-one law	1982	Lucio Russo	3
+ PDF Chat	On the number of nodal domains of random spherical harmonics	2009	Fëdor Nazarov Mikhail Sodin	3
+	Long-range correlated percolation	1984	Abel Weinrib	3
+ PDF Chat	Fluctuations in Random Complex Zeroes: Asymptotic Normality Revisited	2011	Fëdor Nazarov Mikhail Sodin	3
+ PDF Chat	A note on percolation	1978	Lucio Russo	3
+ PDF Chat	On Russo's Approximate Zero-One Law	1994	Michel Talagrand	3
+ PDF Chat	Near-critical percolation in two dimensions	2008	Pierre Nolin	3
+	Quasi-independence for nodal lines	2017	Alejandro Rivera Hugo Vanneuville	3
+ PDF Chat	Exclusion sensitivity of Boolean functions	2012	Erik I. Broman Christophe Garban Jeffrey E. Steif	3
+ PDF Chat	A new computation of the critical point for the planar random-cluster model with $q\ge1$	2018	Hugo Duminil‐Copin Aran Raoufi Vincent Tassion	3
+	Random Fields and Geometry	2007	Robert J. Adler Jonathan Taylor	3
+ PDF Chat	The self-dual point of the two-dimensional random-cluster model is critical for q ≥ 1	2011	Vincent Beffara Hugo Duminil‐Copin	3
+	The supercritical phase of percolation is well behaved	1990	Geoffrey Grimmett J. M. Marstrand	3