World's Best Scientists 2026 revealed!

D-Index & Metrics

Mathematics

D-Index
53
Citations
67179
World Ranking
864
National Ranking
67

Overview

Brian D. Ripley is affiliated with the University of Oxford in the United Kingdom. Their academic career is connected to this institution, where they contribute to research and education activities.

No recent papers have been listed for Brian D. Ripley, and no specific research topics or main fields of study have been documented in the available data. Likewise, there is no information on subfields of study, which could provide insight into more specialized areas of focus.

There is no record of frequent co-authors associated with their work, suggesting either a broad collaborative network without repeated partnerships or limited available data on their collaborative history.

The available information does not identify frequent publication venues, which usually indicate where the scientist disseminates their research findings regularly. Similarly, no details have been provided regarding book publications.

There is no mention of awards or honors in the information provided. This absence of such data means no conclusions can be made about recognitions granted to Brian D. Ripley.

Best Publications

  • Modern Applied Statistics with S

    W. N. Venables;B. D. Ripley

  • Modern Applied Statistics with S-Plus.

    W. N. Venables;B. D. Ripley

  • Modern Applied Statistics with S Fourth edition

    W. N. Venables;B. D. Ripley

  • Temporal autocorrelation in univariate linear modeling of FMRI data.

    Mark W. Woolrich;Brian D. Ripley;J. Michael Brady;Stephen M. Smith

  • Stochastic Simulation

    Brian D. Ripley

  • Modelling Spatial Patterns

    B. D. Ripley

  • The Second-Order Analysis of Stationary Point Processes

    Brian D. Ripley

  • Statistical inference for spatial processes

    B. D. Ripley

  • Neural Networks and Related Methods for Classification

    B. D. Ripley

  • Recursive Partitioning and Regression Trees

    Terry Therneau;Beth Atkinson;Brian Ripley

  • Statistical aspects of neural networks

    Brian D. Ripley

  • Tests of 'Randomness' for Spatial Point Patterns

    B. D. Ripley

  • Random and Mixed Effects

    W. N. Venables;B. D. Ripley

  • Regression techniques for the detection of analytical bias

    Brian D. Ripley;Michael Thompson

  • Markov Point Processes

    B. D. Ripley;F. P. Kelly

  • A new statistical approach to detecting significant activation in functional MRI.

    Jonathan L. Marchini;Brian D. Ripley

  • Problems with likelihood estimation of covariance functions of spatial Gaussian processes

    J. J. Warnes;B. D. Ripley

  • Finding the edge of a Poisson forest

    B. D. Ripley;J.-P. Rasson

  • Support Functions and Datasets for Venables and Ripley's MASS

    Brian Ripley

  • Statistical Inference for Spatial Processes.

    J. K. Ord;B. D. Ripley

  • Statistical Analysis of Spatial Point Patterns.@@@Spatial Statistics.

    S. K. Katti;Peter J. Diggle;Brian D. Ripley

  • Stochastic Geometry and its Applications.

    B. D. Ripley

Frequent Co-Authors

Rafael Molina
Rafael Molina University of Granada
James I. Hudson
James I. Hudson Harvard University
Stephen M. Smith
Stephen M. Smith University of Oxford
Mark W. Woolrich
Mark W. Woolrich University of Oxford
Christian F. Beckmann
Christian F. Beckmann Radboud University
Stuart Clare
Stuart Clare University of Oxford
Mark Jenkinson
Mark Jenkinson University of Oxford
Michael Thompson
Michael Thompson National Center for Atmospheric Research
Peter C. Hansen
Peter C. Hansen University of Birmingham
Jonathan Marchini
Jonathan Marchini Regeneron (United States)

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