Faculty

Institution

Unit

Venue

Laurent Pascal Saloff-Coste

Professor

Cornell University

Affiliations

College of Arts and Sciences

Department of Mathematics

Laurent Pascal Saloff-coste is currently serving as a College Of Arts And Sciences Professor at Cornell University.

Honors

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Experiences

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Education

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Laurent Pascal Saloff-Coste

Cornell University

Professor

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mathematics applied mathematics mathematical sciences probability theory functional analysis mathematical analysis applied probability stochastic process spectral theory geometric analysis group theory operator theory statistical physics combinatorial theory geometric topology statistical mechanics function spaces stochastic geometry markov kernel lie group random walks riemannian manifold poisson boundary riemannian geometry boundary value problems dirichlet form integrable probability lie theory variational inequalities discrete algorithms brownian motion nilpotent groups entropy geometric partial differential equation random graphs mathematical statistical physic global analysis heat kernel resolvent kernel probabilistic graph theory topological semigroups group representation convolution powers get access link statistics parabolic equations stochastic calculus numerical algorithms ordered group measure theory riemann-hilbert problem finite markov chains group structure gibbs measure lower bounds sobolev inequalities stochastic dynamical systems geometric flows elliptic equations brownian motions mathematical programming scientific computing bayesian analysis nonlinear dynamics random matrix random walk parabolic harnack inequality parabolic harnack inequalities inner uniform domains central limit theorem long time behavior physics numerical mathematics lie groups markov chains reversible markov chains theoretical analysis heat diffusion

Notable Scholarly Works

Notable Federal Grants

Collaborators

Expected Hitting Time Estimates on Finite Graphs. Stochastic Processes and their Applications (2025)

Laurent Saloff-CosteYuwen Wang

random graphsprobabilistic graph theorygraph theoryhitting time estimatesapplied probabilitystochastic processprobability theoryapplied mathematicsmathematicsextremal graph theorydiscrete algorithms

Heat Kernel Estimates on Manifolds With Ends With Mixed Boundary Condition. Communications in Analysis and Geometry (2025)

Emily DautenhahnLaurent Saloff-Coste

mathematical analysispartial differential equationsheat kernel estimatesfunctional analysisharmonic analysisglobal analysisgeometric analysisriemannian manifoldmixed boundary conditiondirichlet boundary conditionboundary value problemsapplied mathematicsmathematicsdifferential geometrygeometric partial differential equation

Hitting Probabilities and Uniformly S-Transient Subgraphs. Electronic Journal of Probability (2024)

Emily DautenhahnLaurent Saloff-Coste

combinatorial theorycombinatorial optimizationrandom graphsprobabilistic graph theorygraph theoryapplied probabilityuniformly s-transient subgraphsstochastic processprobability theorystatistical physicshypergraph theoryapplied mathematicsmathematicsdiscrete algorithms

Adapted Approximate Group Dilations. SpringerBriefs in mathematics (2023)

Zhen-Qing ChenTakashi KumagaiLaurent Saloff-CosteJian WangTianyi Zheng

approximation theoryapproximation methodsgroup theoryasymptotic analysisapproximate computingmathematical sciencesapplied mathematicsmathematicscoxeter group

Harnack Inequalities and Gaussian Estimates for Random Walks on Metric Measure Spaces. Electronic Journal of Probability (2023)

Mathav MuruganLaurent Saloff-Coste

entropystochastic geometryfunctional analysismarkov kernelgaussian boundsmetric measure spaceapplied probabilityspectral theorystochastic processgaussian estimatesprobability theorymathematical sciencesapplied mathematicsmathematicsgeometric topology

Heat Kernel Estimates on Harnack Manifolds and Beyond. EMS Press eBooks (2023)

Laurent Saloff-Coste

resolvent kernelheat kernelglobal analysisgeometric analysisapplied mathematicsbell curvemathematicsdifferential geometryheat kernel estimates

Introduction. SpringerBriefs in mathematics (2023)

Zhen-Qing ChenTakashi KumagaiLaurent Saloff-CosteJian WangTianyi Zheng

Limit Theorems for Some Long Range Random Walks on Torsion Free Nilpotent Groups. SpringerBriefs in mathematics (2023)

Zhen-Qing ChenTakashi KumagaiLaurent Saloff-CosteJian WangTianyi Zheng

mathematical analysiscombinatorial theoryfree probabilitynoncommutative geometrystochastic geometryergodic theorystatistical mechanicsgroup theoryasymptotic analysispoisson boundarygeometric group theoryprobability theorystatistical physicsmathematical sciencesapplied mathematicsmathematicsnilpotent groupslimit theorems

Local Limit Theorem. SpringerBriefs in mathematics (2023)

Zhen-Qing ChenTakashi KumagaiLaurent Saloff-CosteJian WangTianyi Zheng

real analysislocal limit theorem

Measures in $$\Mathcal {S}\Mathcal {M}(\Gamma )$$ and Their Geometries. SpringerBriefs in mathematics (2023)

Zhen-Qing ChenTakashi KumagaiLaurent Saloff-CosteJian WangTianyi Zheng

geometric measure theoryriemannian geometrygeometry and topologymeasure theorytheir geometriesgeometric analysisintegral geometrymathematical sciencesapplied mathematicsmathematicsdifferential geometrygeometrygeometric topology

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Laurent Pascal Saloff-Coste

Professor

Cornell University

Affiliations

College of Arts and Sciences

Department of Mathematics

Laurent Pascal Saloff-coste is currently serving as a College Of Arts And Sciences Professor at Cornell University.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Laurent Pascal Saloff-Coste

Cornell University

Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Expected Hitting Time Estimates on Finite Graphs. Stochastic Processes and their Applications (2025)

Laurent Saloff-CosteYuwen Wang

random graphsprobabilistic graph theorygraph theoryhitting time estimatesapplied probabilitystochastic processprobability theoryapplied mathematicsmathematicsextremal graph theorydiscrete algorithms

Heat Kernel Estimates on Manifolds With Ends With Mixed Boundary Condition. Communications in Analysis and Geometry (2025)

Emily DautenhahnLaurent Saloff-Coste

Hitting Probabilities and Uniformly S-Transient Subgraphs. Electronic Journal of Probability (2024)

Emily DautenhahnLaurent Saloff-Coste

Adapted Approximate Group Dilations. SpringerBriefs in mathematics (2023)

Zhen-Qing ChenTakashi KumagaiLaurent Saloff-CosteJian WangTianyi Zheng

approximation theoryapproximation methodsgroup theoryasymptotic analysisapproximate computingmathematical sciencesapplied mathematicsmathematicscoxeter group

Harnack Inequalities and Gaussian Estimates for Random Walks on Metric Measure Spaces. Electronic Journal of Probability (2023)

Mathav MuruganLaurent Saloff-Coste

Heat Kernel Estimates on Harnack Manifolds and Beyond. EMS Press eBooks (2023)

Laurent Saloff-Coste

resolvent kernelheat kernelglobal analysisgeometric analysisapplied mathematicsbell curvemathematicsdifferential geometryheat kernel estimates

Introduction. SpringerBriefs in mathematics (2023)

Zhen-Qing ChenTakashi KumagaiLaurent Saloff-CosteJian WangTianyi Zheng

Limit Theorems for Some Long Range Random Walks on Torsion Free Nilpotent Groups. SpringerBriefs in mathematics (2023)

Zhen-Qing ChenTakashi KumagaiLaurent Saloff-CosteJian WangTianyi Zheng

Local Limit Theorem. SpringerBriefs in mathematics (2023)

Zhen-Qing ChenTakashi KumagaiLaurent Saloff-CosteJian WangTianyi Zheng

real analysislocal limit theorem

Measures in $$\Mathcal {S}\Mathcal {M}(\Gamma )$$ and Their Geometries. SpringerBriefs in mathematics (2023)

Zhen-Qing ChenTakashi KumagaiLaurent Saloff-CosteJian WangTianyi Zheng

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operator theory

Jeremy Tyson

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applied mathematics

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