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Mathematics

D-Index
31
Citations
4996
World Ranking
3306
National Ranking
11

Overview

Boris Baeumer is affiliated with the University of Otago in New Zealand. Their research work primarily spans the field of Mathematics with a focus on several subfields and topics related to differential equations, numerical methods, and stochastic processes.

The main fields of study covered in their publications include:

  • Mathematics

Subfields of study frequently addressed in their research are:

  • Mathematical Physics
  • Modeling and Simulation
  • Applied Mathematics
  • Numerical Analysis
  • Finance

Baeumer's main topics of work encompass:

  • Fractional Differential Equations Solutions
  • Differential Equations and Numerical Methods
  • Nonlinear Differential Equations Analysis
  • Stochastic processes and financial applications
  • Numerical methods in inverse problems
  • Spectral Theory in Mathematical Physics
  • Statistical Distribution Estimation and Applications

Their recent papers include:

  • "Boundary conditions for nonlocal one-sided pseudo-differential operators and the associated stochastic processes" (2024), published in Dissertationes Mathematicae
  • "A higher order resolvent-positive finite difference approximation for fractional derivatives on bounded domains" (2022), published in Fractional Calculus and Applied Analysis
  • "Boundary conditions for nonlocal one-sided pseudo-differential operators and the associated stochastic processes II" (2021), published in arXiv (Cornell University)
  • "A Higher Order Resolvent-positive Finite Difference Approximation for Fractional Derivatives" (2021), published in arXiv (Cornell University)
  • "Boundary conditions for nonlocal one-sided pseudo-differential operators and the associated stochastic processes I" (2020), published in arXiv (Cornell University)

Baeumer frequently publishes in the following venues:

  • arXiv (Cornell University)
  • Fractional Calculus and Applied Analysis
  • Dissertationes Mathematicae
  • The American Statistician

Frequent co-authors collaborating with Baeumer include:

  • Mihály Kovács
  • Lorenzo Toniazzi
  • Matthew Parry
  • Louis Davis
  • Ting Wang

Best Publications

  • Fractal mobile/immobile solute transport

    Rina Schumer;David A. Benson;Mark M. Meerschaert;Boris Baeumer

  • Stochastic solution of space-time fractional diffusion equations.

    Mark M. Meerschaert;David A. Benson;Hans-Peter Scheffler;Boris Baeumer

  • Tempered anomalous diffusion in heterogeneous systems

    Mark M. Meerschaert;Yong Zhang;Boris Baeumer

  • Fractional advection‐dispersion equations for modeling transport at the Earth surface

    Rina Schumer;Mark M. Meerschaert;Boris Baeumer

  • Tempered stable Lévy motion and transient super-diffusion

    Boris Baeumer;Mark M. Meerschaert

  • Subordinated advection‐dispersion equation for contaminant transport

    Boris Baeumer;David A. Benson;Mark M. Meerschaert;Stephen W. Wheatcraft

  • STOCHASTIC SOLUTIONS FOR FRACTIONAL CAUCHY PROBLEMS

    Boris Baeumer;Mark M. Meerschaert

  • Multiscaling fractional advection‐dispersion equations and their solutions

    Rina Schumer;David A. Benson;Mark M. Meerschaert;Boris Baeumer

  • Numerical solutions for fractional reaction-diffusion equations

    Boris Baeumer;Mihály Kovács;Mark M. Meerschaert

  • Operator Lévy motion and multiscaling anomalous diffusion.

    Mark M. Meerschaert;David A. Benson;Boris Baeumer

  • Aquifer operator scaling and the effect on solute mixing and dispersion

    David A. Benson;Mark M. Meerschaert;Boris Baeumer;Hans-Peter Scheffler

  • Fractional reproduction-dispersal equations and heavy tail dispersal kernels.

    Boris Baeumer;Mihály Kovács;Mark M. Meerschaert

  • Particle tracking for time-fractional diffusion.

    Yong Zhang;Mark M. Meerschaert;Boris Baeumer

  • Brownian subordinators and fractional Cauchy problems

    Boris Baeumer;Mark M. Meerschaert;Erkan Nane;Erkan Nane

  • Predicting the tails of breakthrough curves in regional-scale alluvial systems.

    Yong Zhang;David A. Benson;Boris Baeumer

  • Advection and dispersion in time and space

    B. Baeumer;D.A. Benson;M.M. Meerschaert

  • Inhomogeneous Fractional Diffusion Equations

    Boris Baeumer;Satoko Kurita;Mark Meerschaert

  • Space-time fractional derivative operators

    Boris Baeumer;Mark M. Meerschaert;Mark M. Meerschaert;Jeff Mortensen

  • Linking aquifer spatial properties and non-Fickian transport in mobile–immobile like alluvial settings

    Yong Zhang;Yong Zhang;Christopher T. Green;Boris Baeumer

  • Boundary conditions for fractional diffusion

    Boris Baeumer;Mihály Kovács;Mark M. Meerschaert;Harish Sankaranarayanan

Frequent Co-Authors

Mark M. Meerschaert
Mark M. Meerschaert Michigan State University
Ciaran J. Harman
Ciaran J. Harman Johns Hopkins University
Murugesu Sivapalan
Murugesu Sivapalan University of Illinois at Urbana-Champaign
Thomas Rades
Thomas Rades University of Copenhagen
HongGuang Sun
HongGuang Sun Hohai University
Diogo Bolster
Diogo Bolster University of Notre Dame
Remco R. Bouckaert
Remco R. Bouckaert University of Auckland

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