World's Best Scientists 2026 revealed!

D-Index & Metrics

Engineering and Technology

D-Index
34
Citations
4476
World Ranking
9235
National Ranking
587

Overview

Steven R. Bishop is affiliated with University College London in the United Kingdom. Their research primarily falls within the Social Sciences, focusing on various interdisciplinary subfields including Transportation, Sociology and Political Science, Economics and Econometrics, Global and Planetary Change, and Information Systems.

The scientist's work encompasses a range of topics related to human mobility, urban dynamics, and social patterns. Specific main topics include:

  • Human Mobility and Location-Based Analysis
  • Urban Transport and Accessibility
  • Transportation Planning and Optimization
  • Regional Economics and Spatial Analysis
  • Traffic and Road Safety
  • Impact of Light on Environment and Health
  • Crime Patterns and Interventions

Steven R. Bishop has contributed to several peer-reviewed journals, with frequent publications appearing in:

  • Frontiers in Physics
  • Royal Society Open Science
  • Palgrave Communications
  • PLoS ONE
  • Scientific Reports

Among recent publications are:

  • "Uncovering the behaviour of road accidents in urban areas," 2020, Royal Society Open Science
  • "Crime and its fear in social media," 2020, Palgrave Communications
  • "Urban population size and road traffic collisions in Europe," 2021, PLoS ONE
  • "Scaling Beyond Cities," 2022, Frontiers in Physics
  • "The effect of dragon-kings on the estimation of scaling law parameters," 2020, Scientific Reports

Collaborative work features frequent co-authors such as Carmen Cabrera-Arnau and Rafael Prieto-Curiel, each collaborating on four publications. Other co-authors include Stefano Cresci, Cristina Ioana Muntean, and Humberto González Ramírez.

Best Publications

  • Nonlinear dynamic characteristics of a quasi-zero stiffness vibration isolator with cam–roller–spring mechanisms

    Jiaxi Zhou;Xinlong Wang;Daolin Xu;Steve Bishop

  • Theoretical and experimental analyses of a nonlinear magnetic vibration isolator with quasi-zero-stiffness characteristic

    Daolin Xu;Qiping Yu;Jiaxi Zhou;S.R. Bishop

  • A torsion quasi-zero stiffness vibration isolator

    Jiaxi Zhou;Daolin Xu;Steven Bishop

  • Dynamical Complexities of Forced Impacting Systems

    S. Foale;S. R. Bishop

  • Zones of chaotic behaviour in the parametrically excited pendulum

    S.R. Bishop;M.J. Clifford

  • Manipulating the scaling factor of projective synchronization in three-dimensional chaotic systems

    Daolin Xu;Zhigang Li;Steven R. Bishop

  • Fractal basins and chaotic bifurcations prior to escape from a potential well

    J.M.T. Thompson;S.R. Bishop;L.M. Leung

  • Quantifying the Digital Traces of Hurricane Sandy on Flickr

    Tobias Preis;Helen Susannah Moat;Helen Susannah Moat;Steven R. Bishop;Philip Treleaven

  • Dynamics of a Simple Damped Oscillator Undergoing Stick-Slip Vibrations

    Ugo Galvanetto;Steven R. Bishop

  • Nonlinear dynamics of flashover in compartment fires

    S.R. Bishop;P.G. Holborn;A.N. Beard;D.D. Drysdale

  • Nonlinearity and Chaos in Engineering Dynamics

    J. M. T. Thompson;S. R. Bishop

  • Modelling desert dune fields based on discrete dynamics

    Steven R. Bishop;Hiroshi Momiji;Ricardo Carretero-González;Andrew Warren

  • APPLICATION OF NON-SMOOTH MODELLING TECHNIQUES TO THE DYNAMICS OF A FLEXIBLE IMPACTING BEAM

    D.J. Wagg;S.R. Bishop

  • FuturICT: Participatory computing to understand and manage our complex world in a more sustainable and resilient way

    Dirk Helbing;Steven Bishop;Rosaria Conte;Paul Lukowicz

  • Simulation of the effect of wind speedup in the formation of transverse dune fields

    Hiroshi Momiji;Ricardo Carretero‐González;Steven R Bishop;Andrew Warren

  • MECHANICAL STICK-SLIP VIBRATIONS

    U. Galvanetto;S.R. Bishop;L. Briseghella

  • Uncovering the behaviour of road accidents in urban areas.

    C. Cabrera-Arnau;R. Prieto Curiel;S. R. Bishop

  • Approximating the Escape Zone for the Parametrically Excited Pendulum

    M.J. Clifford;S.R. Bishop

  • Prediction of period-1 impacts in a driven beam

    S. R. Bishop;M. G. Thompson;S. Foale

  • Chatter, sticking and chaotic impacting motion in a two-degree of freedom impact oscillator

    David J. Wagg;S. R. Bishop

  • Rotating solutions of the parametrically excited pendulum

    W Garira;S.R Bishop

  • Towards a global participatory platform: Democratising open data, complexity science and collective intelligence

    S. Buckingham Shum;K. Aberer;A. Schmidt;S. Bishop

Frequent Co-Authors

Daolin Xu
Daolin Xu Hunan University
Michael N. Clifford
Michael N. Clifford University of Nottingham
Ugo Galvanetto
Ugo Galvanetto University of Padua
David J. Wagg
David J. Wagg University of Sheffield
Dirk Helbing
Dirk Helbing ETH Zurich
Paul Lukowicz
Paul Lukowicz German Research Centre for Artificial Intelligence
Rosaria Conte
Rosaria Conte National Academies of Sciences, Engineering, and Medicine
H. Eugene Stanley
H. Eugene Stanley Boston University
Lawrence N. Virgin
Lawrence N. Virgin Duke University
J. M. T. Thompson
J. M. T. Thompson University of Cambridge

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