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Mathematics

D-Index
61
Citations
19469
World Ranking
504
National Ranking
36

Overview

Jonathan A. Tawn is affiliated with Lancaster University in the United Kingdom. Their research spans multiple interconnected fields, primarily focusing on Environmental Science and Economics, Econometrics and Finance.

Their work extensively addresses topics such as Hydrology and Drought Analysis, Financial Risk and Volatility Modeling, Climate Variability and Models, Monetary Policy and Economic Impact, Market Dynamics and Volatility, Statistical Methods and Inference, and Statistical Distribution Estimation and Applications.

Jonathan A. Tawn has contributed to a range of journals and publication venues. Frequent venues for their work include:

  • arXiv (Cornell University)
  • Extremes
  • Spatial Statistics
  • Ocean Engineering
  • The Annals of Applied Statistics

Some of the recent papers authored or co-authored by Jonathan A. Tawn are:

  • Higher-dimensional spatial extremes via single-site conditioning, 2022, Spatial Statistics
  • Uncertainties in return values from extreme value analysis of peaks over threshold using the generalised Pareto distribution, 2021, Ocean Engineering
  • Basin-wide spatial conditional extremes for severe ocean storms, 2020, Extremes
  • Automated Threshold Selection and Associated Inference Uncertainty for Univariate Extremes, 2024, Technometrics
  • Modeling the Extremes of Bivariate Mixture Distributions With Application to Oceanographic Data, 2021, Journal of the American Statistical Association

Their collaborative network includes frequent co-authors with whom they have published multiple times. These include:

  • Philip Jonathan
  • David Randell
  • J. Ian Richards
  • Eleanor D'Arcy
  • Emma S. Simpson

Jonathan A. Tawn's research contributions cover significant subfields that complement their main domains. These subfields include Global and Planetary Change, Finance, Economics and Econometrics, Statistics and Probability, and Atmospheric Science.

Best Publications

  • Model-based Geostatistics

    P. J. Diggle;J. A. Tawn;R. A. Moyeed

  • Dependence Measures for Extreme Value Analyses

    Stuart Coles;Janet Heffernan;Jonathan Tawn

  • Statistics for near independence in multivariate extreme values

    Anthony W. Ledford;Jonathan A. Tawn

  • A conditional approach for multivariate extreme values (with discussion)

    Janet E. Heffernan;Jonathan A. Tawn

  • Bivariate extreme value theory: Models and estimation

    Jonathan A. Tawn

  • Modelling Extreme Multivariate Events

    Stuart G. Coles;Jonathan A. Tawn

  • Modelling Dependence within Joint Tail Regions

    Anthony W. Ledford;Jonathan A. Tawn

  • Model-based geostatistics (with discussion).

    Peter Diggle;R. A. Moyeed;J. A. Tawn

  • Statistical Methods for Multivariate Extremes: An Application to Structural Design

    Stuart G. Coles;Jonathan A. Tawn

  • A Bayesian Analysis of Extreme Rainfall Data

    Stuart G. Coles;Jonathan A. Tawn

  • Model-based geostatistics. Discussion. Authors' reply

    P. J. Diggle;J. A. Tawn;R. A. Moyeed;R. Webster

  • Modelling multivariate extreme value distributions

    Jonathan A. Tawn

  • A dependence measure for multivariate and spatial extreme values: Properties and inference

    Martin Schlather;Jonathan A. Tawn

  • Flood frequency estimation by continuous simulation for a gauged upland catchment (with uncertainty)

    D.S Cameron;K.J Beven;J Tawn;S Blazkova

  • Markov chain models for threshold exceedances

    Richard L. Smith;Jonathan A. Tawn;Stuart G. Coles

  • The joint probability of waves and water levels in coastal engineering design

    Peter J. Hawkes;Ben P. Gouldby;Jonathan A. Tawn;Michael W. Owen

  • Modelling extremes of the areal rainfall process.

    Stuart G. Coles;Jonathan A. Tawn

  • An extreme-value theory model for dependent observations

    Jonathan A. Tawn

  • Modelling non-stationary extremes with application to surface level ozone

    Emma F. Eastoe;Jonathan A. Tawn

  • Dependence modelling for spatial extremes

    Jennifer L. Wadsworth;Jonathan A. Tawn

  • The joint probability of waves and water levels in coastal engineering design La probabilite conjointe de la houle et des hauteurs d'eau dans la conception de defences cotieres

    Peter J. Hawkes;Ben P. Gouldby;Jonathan A. Tawn;Michael W. Owen

Frequent Co-Authors

Keith Beven
Keith Beven Lancaster University
Anthony C. Davison
Anthony C. Davison École Polytechnique Fédérale de Lausanne
Michael Rockinger
Michael Rockinger University of Lausanne
Peter J. Diggle
Peter J. Diggle Lancaster University
Pamela S. Naden
Pamela S. Naden University of Leeds
Anthony C. Atkinson
Anthony C. Atkinson London School of Economics and Political Science
Paul Fearnhead
Paul Fearnhead Lancaster University
Mike R. James
Mike R. James Lancaster University
Alfred Stein
Alfred Stein University of Twente
Richard P. Allan
Richard P. Allan University of Reading

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