J. E. Yukich

Lehigh University — United States

Mathematics · Physical Sciences

25h-index2.3kcitations91works0.02yr avg
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Research Topics

Point processes and geometric inequalities(42), Stochastic processes and statistical mechanics(27), Bayesian Methods and Mixture Models(15), Random Matrices and Applications(12), Markov Chains and Monte Carlo Methods(11)

Publications91 total

ATOM-1: A Foundation Model for RNA Structure and Function Built on Chemical Mapping Data
2023· 20 citedOpen Access
Rates of multivariate normal approximation for statistics in geometric probability
The Annals of Applied Probability·2023· 5 citedOpen Access
Convex hulls of perturbed random point sets
The Annals of Applied Probability·2021· 3 cited
Convex hulls of perturbed random point sets
arXiv (Cornell University)·2019Open Access
Limit theory for geometric statistics of point processes having fast decay of correlations
The Annals of Probability·2019· 47 citedOpen Access
Normal approximation for stabilizing functionals
The Annals of Applied Probability·2019· 55 citedOpen Access
Multivariate second order Poincaré inequalities for Poisson functionals
Electronic Journal of Probability·2019· 22 citedOpen Access
Multivariate second order Poincaré inequalities for Poisson functionals
arXiv (Cornell University)·2018· 3 citedOpen Access
Variance asymptotics and scaling limits for random polytopes
Advances in Mathematics·2016· 10 cited
Limit theory for geometric statistics of clustering point processes.
arXiv (Cornell University)·2016· 8 citedOpen Access
Variance Asymptotics and Scaling Limits for Random Polytopes
arXiv (Cornell University)·2016· 2 citedOpen Access
Normal approximation for statistics of Gibbsian input in geometric probability
Advances in Applied Probability·2015· 2 citedOpen Access
Normal approximation for statistics of Gibbsian input in geometric probability
Advances in Applied Probability·2015· 14 cited
Surface order scaling in stochastic geometry
The Annals of Applied Probability·2014· 19 citedOpen Access
Variance asymptotics and scaling limits for Gaussian polytopes
Probability Theory and Related Fields·2014· 26 citedOpen Access
Normal approximation of Gibbsian sums in geometric probability
arXiv (Cornell University)·2014Open Access
Variance asymptotics and scaling limits for Gaussian Polytopes
arXiv (Cornell University)·2014Open Access
Limit theorems for geometric functionals of Gibbs point processes
Annales de l Institut Henri Poincaré Probabilités et Statistiques·2013· 28 citedOpen Access
Variance asymptotics for random polytopes in smooth convex bodies
Probability Theory and Related Fields·2013· 24 citedOpen Access
Intrinsic dimension identification via graph-theoretic methods
Journal of Multivariate Analysis·2013· 15 cited
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Frequent Co-authors

Mathew D. Penrose(7), Pierre Calka(4), T. Schreiber(4), M. R. Brito(3), Adolfo J. Quiróz(3), Raúl Jiménez(3), Yuliy Baryshnikov(2), Charles Redmond(2), Matthias Schulte(2), Edgar Chávez(1), Vladimir Dobrić(1), Peter W. Shor(1), Raphaël Lachièze-Rey(1), Bartłomiej Błaszczyszyn(1), D. Yogeshwaran(1), Tomasz Schreiber(1), Maxwell B. Stinchcombe(1), Hannah J. White(1), Michel Talagrand(1), Timo Seppäläinen(1)