2024

2024 Texas Differential Equations Conference
Baylor University

Saturday March 16, 2024 (in order of presentation)

  • Jameson Graber, Baylor Univ., On Mean field games through the lens of conservation laws.
  • Roshini Gallage, Univ. of Oklahoma, Nonlinear stochastic differential equations with continuously distributed delay.
  • Qin Sheng, Baylor Univ., Splitting methods in the approximation of differential equation solutions.
  • Pedro Takemura, Baylor Univ., Geometric Herz spaces and Poisson kernels.
  • Ellie Matter, Baylor Univ., Cluster formation in iterated mean field games.
Lunch break
  • Goong Chen, Texas A&M Univ. College Station, Animal shapes, modal analysis and visualization.
  • Huan Xu, The Univ. of Texas at San Antonio, On a classification of steady solutions to two-dimensional Euler equations.
  • Jesus Cruz-Lugo, Baylor Univ., A Fatou theorem for weakly elliptic systems in the plane.
  • Mohammad Mahabubur Rahman, Sam Houston State Univ., On a regularity criterion for the three-dimensional Hall-magnetohydrodynamics system.
  • Henry Foust and Youn-Sha Chan, Univ. of Houston-Downtown, Toward a simpler model for laminar flame speed associated with solid combustion.
  • Maria P. Fernando and S. M. Mallikarjunaiah, Texas A&M Univ. Corpus Christi, On modeling brittle fracture within the context of strain-limiting theories of elasticity.
  • S. M. Mallikarjunaiah, Texas A&M Univ. Corpus Christi, On a new theory for brittle fracture in porous elastic solids whose material moduli depend upon the density.
  • Dipesh Baral, Washington State Univ., A stochastic differential equation for active transport.
  • Eduardo Servin Torres, Baylor Univ., A study of finite difference approximations of the 2D Kawarada equation with cross derivative terms.
  • Haseeb Ansari, Univ. of Houston, Uniform boundedness and long-time behavior of solutions to an SI model with intermittent treatment.
Organizers:
Dorina Mitrea and Marius Mitrea: Baylor University
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