World's Best Scientists 2026 revealed!

D-Index & Metrics

Mathematics

D-Index
38
Citations
6662
World Ranking
2327
National Ranking
153

Engineering and Technology

D-Index
38
Citations
6536
World Ranking
7988
National Ranking
502

Research.com Recognitions

  • 2007 - Fellow of the Royal Academy of Engineering (UK)
  • 2006 - IEEE Fellow For contributions to optimal control of process systems.

Overview

Richard B. Vinter is affiliated with Imperial College London in the United Kingdom. Their research spans multiple areas within computer science, mathematics, and engineering, focusing extensively on optimization and control theories. The scientist's main fields of study include:

  • Computer Science
  • Mathematics
  • Engineering

Their subfields of study emphasize theoretical and applied dimensions such as:

  • Computational Theory and Mathematics
  • Control and Systems Engineering
  • Applied Mathematics
  • Numerical Analysis
  • Aerospace Engineering

Richard B. Vinter's research topics prominently feature:

  • Optimization and Variational Analysis
  • Advanced Optimization Algorithms Research
  • Nonlinear Partial Differential Equations
  • Stability and Control of Uncertain Systems
  • Aerospace Engineering and Control Systems
  • Economic theories and models
  • Spacecraft Dynamics and Control

The scientist has collaborated frequently with peers, most notably with:

  • Piernicola Bettiol
  • Giovanni Fusco
  • Monica Motta
  • Keyan Miao
  • Julien Bernis

Richard B. Vinter's publications have appeared in various journals relevant to control theory and optimization, including:

  • SIAM Journal on Control and Optimization
  • Mathematical Control and Related Fields
  • Journal of Optimization Theory and Applications
  • Optimal Control Applications and Methods
  • Journal of Differential Equations

Significant recent papers include:

  • "Optimal Impulsive Control for Time Delay Systems," 2024, SIAM Journal on Control and Optimization
  • "Optimal control of a growth/consumption model," 2021, Optimal Control Applications and Methods
  • "Solutions to the Hamilton-Jacobi equation for state constrained Bolza problems with discontinuous time dependence," 2022, Journal of Differential Equations
  • "Obituary," 2021, Stochastics
  • "Discontinuous solutions to the hamilton jacobi equation under second order interiority hypotheses," 2024, Mathematical Control and Related Fields

In addition to journal articles, Richard B. Vinter published a book titled Principles of Dynamic Optimization in 2024 under Springer Science+Business Media, which has been cited in academic literature.

Their work has been recognized with professional honors including:

  • Fellow of the Royal Academy of Engineering (UK), 2007
  • IEEE Fellow, 2006, awarded for contributions to optimal control of process systems

Best Publications

  • Optimal control

    R. B. Vinter

  • Measurement Placement in Distribution System State Estimation

    R. Singh;B.C. Pal;R.B. Vinter

  • Regularity properties of solutions to the basic problem in the calculus of variations

    F. H. Clarke;R. B. Vinter

  • The Infinite Time Quadratic Control Problem for Linear Systems with State and Control Delays: An Evolution Equation Approach

    R. B. Vinter;R. H. Kwong

  • Necessary Conditions for Optimal Impulsive Control Problems

    G. N. Silva;R. B. Vinter

  • A maximum principle for optimal processes with discontinuous trajectories

    R. B. Vinter;F. M.F.L. Pereira

  • Optimal multiprocesses

    F. H. Clarke;R. B. Vinter

  • Measure Driven Differential Inclusions

    G.N. Silva;R.B. Vinter

  • Meter Placement for Distribution System State Estimation: An Ordinal Optimization Approach

    R. Singh;B. C. Pal;R. A. Jabr;R. B. Vinter

  • Convex duality and nonlinear optimal control

    Richard Vinter

  • Applications of optimal multiprocesses

    F. H. Clarke;R. B. Vinter

  • When Is the Maximum Principle for State Constrained Problems Nondegenerate

    M.M.A. Ferreira;R.B. Vinter

  • Existence of neighbouring feasible trajectories: applications to dynamic programming for state constrained optimal control problems

    H. Frankowska;R.B. Vinter

  • Shifted Rayleigh filter: a new algorithm for bearings-only tracking

    J.M.C. Clark;R.B. Vinter;M.M. Yaqoob

  • A maximum principle for nonsmooth optimal-control problems with state constraints

    R.B Vinter;G Pappas

  • Degenerate Optimal Control Problems with State Constraints

    Franco Rampazzo;Richard Vinter

  • A theorem on existence of neighbouring trajectories satisfying a state constraint, with applications to optimal control

    F. Rampazzo;R. B. Vinter

  • Lipschitz Continuity of Optimal Controls for State Constrained Problems

    Grant N. Galbraith;Richard B. Vinter

  • Necessary Conditions for Optimal Control Problems Involving Nonlinear Differential Algebraic Equations

    M.do R de Pinho;R.B Vinter

  • Local Optimality Conditions and Lipschitzian Solutions to the Hamilton–Jacobi Equation

    Frank H. Clarke;Richard B. Vinter

  • Meter placement for distribution system state estimation: An ordinal optimization approach

    R. Singh;B. C. Pal;R. A. Jabr;R. B. Vinter

Frequent Co-Authors

Frank H. Clarke
Frank H. Clarke Claude Bernard University Lyon 1
Bikash C. Pal
Bikash C. Pal Imperial College London
Rabih A. Jabr
Rabih A. Jabr American University of Beirut
Alberto Bressan
Alberto Bressan Pennsylvania State University
Matthew R. James
Matthew R. James Australian National University
Okyay Kaynak
Okyay Kaynak Boğaziçi University
David Q. Mayne
David Q. Mayne Imperial College London
Peter E. Caines
Peter E. Caines McGill University
Erol Gelenbe
Erol Gelenbe Institute of Theoretical and Applied Informatics
Eric C. Kerrigan
Eric C. Kerrigan Imperial College London

If you think any of the details on this page are incorrect, let us know.

Report an issue

We appreciate your kind effort to assist us to improve this page, it would be helpful providing us with as much detail as possible in the text box below:

Related Online Degrees & Career Pathways

Pursuing a Mathematics degree in the USA opens multiple career avenues, especially when combined with complementary skills. Many students consider enhancing their qualifications through specialized graduate programs. For instance, marketing professionals with a quantitative background can explore the marketing graduate programs that offer strong career prospects and competitive tuition fees.

For those interested in leadership roles, enrolling in top-tier business courses can be advantageous. Some opt for accelerated options like the best 1 year MBA programs, which provide intensive training and quicker returns on investment.

Flexibility is key for many working professionals, and programs that support credit transfers are highly sought after. This is why the online MBA transfer credits policy can be a critical factor when selecting a suitable business degree.

Additionally, the demand for data-driven decision makers is rising. Mathematics graduates can bridge their skills with technology by pursuing a master in data analytics, a degree that offers excellent career opportunities in a variety of industries.

Best Scientists Citing Richard B. Vinter

Trending Scientists

Recently Published Articles