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D-Index & Metrics

Mathematics

D-Index
30
Citations
11688
World Ranking
3414
National Ranking
64

Overview

Robert J. Adler is affiliated with the Technion - Israel Institute of Technology in Israel. Their research is primarily situated in the field of Mathematics, with a focus on several subfields including Mathematical Physics, Applied Mathematics, Computational Theory and Mathematics, Geometry and Topology, and Statistics and Probability.

Their work spans important topics such as stochastic processes and statistical mechanics, topological and geometric data analysis, point processes and geometric inequalities, graph theory and applications, Markov chains and Monte Carlo methods, random matrices and applications, and geometric analysis and curvature flows.

The scientist has contributed to multiple recent publications. Selected papers include:

  • On the spectrum of dense random geometric graphs, 2022, The Annals of Applied Probability
  • Functional Central Limit Theorems for Local Statistics of Spatial Birth-Death Processes in the Thermodynamic Regime, 2022, arXiv (Cornell University)
  • On the Spectrum of Dense Random Geometric Graphs, 2020, arXiv (Cornell University)
  • Functional Limit Theorems for Local Functionals of Dynamic Point Processes, 2023, arXiv (Cornell University)
  • Functional central limit theorems for local statistics of spatial birth-death processes in the thermodynamic regime, 2023, The Annals of Applied Probability

Frequent publication venues include arXiv (Cornell University) with four publications and The Annals of Applied Probability with two publications.

Frequent co-authors in Robert J. Adler's work are:

  • Omer Bobrowski
  • Efe Onaran
  • Kartick Adhikari
  • Ron Rosenthal
  • Renjie Feng

Best Publications

  • The Geometry of Random Fields

    Robert J. Adler

  • The Geometry of Random Fields.

    Lawrence F. Gray;Robert J. Adler

  • Random Fields and Geometry

    Robert J. Adler;Jonathan E. Taylor

  • An introduction to continuity, extrema, and related topics for general Gaussian processes

    Robert J. Adler

  • A practical guide to heavy tails: statistical techniques and applications

    Robert J. Adler;Raisa E. Feldman;Murad S. Taqqu

  • Citation Statistics

    Robert Adler;John Ewing;Peter Taylor

  • On excursion sets, tube formulas and maxima of random fields

    Robert J. Adler

  • PARAMETER-ESTIMATION FOR ARMA MODELS WITH INFINITE VARIANCE INNOVATIONS

    Thomas Mikosch;Tamar Gadrich;Claudia Kluppelberg;Robert J. Adler

  • A Practical Guide to Heavy Tails: Statistical Techniques for Analysing Heavy-Tailed Distributions

    Robert J. Adler;Raisa E. Feldman;Murad S. Taqqu

  • Avoiding Misuse of New Information Technologies: Legal and Societal Considerations:

    Paul N. Bloom;George R. Milne;Robert Adler

  • Euler characteristics for Gaussian fields on manifolds

    Jonathan E. Taylor;Robert J. Adler

  • Level Crossings for Random Fields

    Robert J. Adler;A. M. Hasofer

  • A NON-GAUSSIAN MODEL FOR RANDOM SURFACES

    R. J. Adler;D. Firman

  • Persistent homology for random fields and complexes

    Robert J. Adler;Omer Bobrowski;Matthew S. Borman;Shmuel Weinberger

  • Validity of the expected Euler characteristic heuristic

    Jonathan Taylor;Akimichi Takemura;Robert J. Adler

  • Random geometric complexes in the thermodynamic regime

    D. Yogeshwaran;Eliran Subag;Robert J. Adler

  • Stochastic Modelling in Physical Oceanography

    Robert J. Adler;Peter Müller;B. L. Rozovskii

  • A gaussian kinematic formula

    Jonathan E. Taylor

  • Topology and geometry of Gaussian random fields I: On Betti numbers, Euler characteristic, and Minkowski functionals

    Pratyush Pranav;Pratyush Pranav;Pratyush Pranav;Rien van de Weygaert;Gert Vegter;Bernard J. T. Jones

  • Weak Convergence Results for Extremal Processes Generated by Dependent Random Variables

    Robert J. Adler

  • Tail Behaviour for Suprema of Empirical Processes

    Robert J. Adler;Lawrence D. Brown

  • Representations, decompositions and sample function continuity of random fields with independent increments

    R.J. Adler;D. Monrad;R.H. Scissors;R. Wilson

  • Some new random field tools for spatial analysis

    Robert J. Adler

Frequent Co-Authors

Jonathan Taylor
Jonathan Taylor Stanford University
Gennady Samorodnitsky
Gennady Samorodnitsky Cornell University
Peter G. Taylor
Peter G. Taylor University of Melbourne
Paul Bloom
Paul Bloom Columbia University
Thomas Mikosch
Thomas Mikosch University of Copenhagen
Murad S. Taqqu
Murad S. Taqqu Boston University
Herbert Edelsbrunner
Herbert Edelsbrunner Institute of Science and Technology Austria
Lawrence D. Brown
Lawrence D. Brown Cornell University
Akimichi Takemura
Akimichi Takemura Shiga University
Assaf Zeevi
Assaf Zeevi Columbia University

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