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Mathematics

D-Index
35
Citations
8147
World Ranking
2722
National Ranking
180

Overview

Chris Budd is affiliated with the University of Bath in the United Kingdom. Their research spans several interdisciplinary areas including statistical and nonlinear physics, global and planetary change, and atmospheric science. Additional fields of study include computational mechanics and artificial intelligence.

Their work frequently addresses topics such as ecosystem dynamics and resilience, COVID-19 epidemiological studies, model reduction and neural networks, as well as climate variability and models. Other notable subjects include mathematical and theoretical epidemiology and ecology models, computational geometry and mesh generation, and advanced thermodynamics and statistical mechanics.

Recent publications contribute to a range of scientific venues and cover diverse themes. These include:

  • "Machine learning outperforms clinical experts in classification of hip fractures", 2022, Scientific Reports
  • "The Space Weather Atmosphere Models and Indices (SWAMI) project: Overview and first results", 2020, Journal of Space Weather and Space Climate
  • "SARS-CoV-2 infection in UK university students: lessons from September-December 2020 and modelling insights for future student return", 2021, Royal Society Open Science
  • "Dynamic tipping in the non-smooth Stommel-box model, with fast oscillatory forcing", 2021, Physica D Nonlinear Phenomena
  • "Assessing risk in the retail environment during the COVID-19 pandemic", 2021, Royal Society Open Science

The scientist has collaborated regularly with several colleagues, including Carola-Bibiane Schönlieb, Teo Deveney, Rachel Kuske, Lisa Maria Kreußer, and Kgomotso S. Morupisi.

Publishing frequently in venues like arXiv (Cornell University), Physica D Nonlinear Phenomena, IMA Journal of Applied Mathematics, Journal of Space Weather and Space Climate, and Royal Society Open Science, Budd maintains a broad engagement across mathematical and physical sciences.

In addition to articles, they have a book titled Climate, Chaos and COVID, published by WORLD SCIENTIFIC (EUROPE) eBooks in 2022.

Best Publications

  • Piecewise-smooth Dynamical Systems: Theory and Applications

    Mario Di Bernardo;C. J. Budd;Alan R. Champneys;P. Kowalczyk

  • Bifurcations in Nonsmooth Dynamical Systems

    Mario di Bernardo;Chris J. Budd;Alan R. Champneys;Piotr Kowalczyk

  • Adaptivity with moving grids

    Chris J. Budd;Weizhang Huang;Robert D. Russell

  • Cellular Buckling in Long Structures

    GW Hunt;MA Mark Peletier;AR Champneys;PD Woods

  • Chattering and Related Behaviour in Impact Oscillators

    Chris Budd;Felix Dux

  • A Model of the Evolution of Duopoly: Does the Asymmetry between Firms Tend to Increase or Decrease?

    Christopher Budd;Christopher Harris;John Vickers

  • Moving Mesh Methods for Problems with Blow-up

    Chris J. Budd;Weizhang Huang;Robert D. Russell

  • Normal form maps for grazing bifurcations in n -dimensional piecewise-smooth dynamical systems

    M. di Bernardo;C. J. Budd;A. R. Champneys

  • Grazing, skipping and sliding: Analysis of the non-smooth dynamics of the DC/DC buck converter

    Mario di Bernardo;Chris Budd;Alan Champneys

  • Grazing and border-collision in piecewise-smooth systems: a unified analytical framework.

    M. di Bernardo;C. J. Budd;A. R. Champneys

  • Geometric integration: numerical solution of differential equations on manifolds

    C.J. Budd;A. Iserles

  • Geometric integration and its applications

    C.J. Budd;M.D. Piggott

  • Corner collision implies border-collision bifurcation

    M. di Bernardo;C. J. Budd;A. R. Champneys

  • Semilinear elliptic equations and supercritical growth

    C Budd;J Norbury

  • Moving Mesh Generation Using the Parabolic Monge-Ampère Equation

    C. J. Budd;J. F. Williams

  • Intermittency in impact oscillators close to resonance

    Chris Budd;Felix Dux

  • Blowup in a partial differential equation with conserved first integral

    Chris Budd;Bill Dold;Andrew Stuart

  • New Self-Similar Solutions of the Nonlinear Schrödinger Equation with Moving Mesh Computations

    Chris J Budd;Shaohua Chen;Robert D Russell

  • Corner bifurcations in non-smoothly forced impact oscillators

    Chris J. Budd;Petri T. Piiroinen

  • Self-similar blow-up in higher-order semilinear parabolic equations

    C. J. Budd;J. F. Williams;Vladimir A. Galaktionov

  • Qualitative theory of non-smooth dynamical systems

    Mario di Bernardo;Alan R. Champneys;Christopher J. Budd;Piotr Kowalczyk

Frequent Co-Authors

Mario di Bernardo
Mario di Bernardo University of Naples Federico II
Alan R Champneys
Alan R Champneys University of Bristol
Robert D. Russell
Robert D. Russell Simon Fraser University
Victor A. Galaktionov
Victor A. Galaktionov University of Bath
Darryl P Almond
Darryl P Almond University of Bath
Nancy Nichols
Nancy Nichols University of Reading
Cathryn N. Mitchell
Cathryn N. Mitchell University of Bath
Weizhang Huang
Weizhang Huang University of Kansas
Manuchehr Soleimani
Manuchehr Soleimani University of Bath
Christopher R. Bowen
Christopher R. Bowen University of Bath

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