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  1. Artificial life programming in developmental biology
  2. Navier-Stokes equations
  3. Quantitative linearization theorems for differential equations and diffeomorphisms

Discipline

    1. Mathematics 1

Research Interest

    1. Artificial life programming in developmental biology
    2. Computer-assisted proofs 1
    3. Differential Equations 1
    4. Differential equations 1
    5. Dynamical System 1
    1. Generative art 1
    2. Lorenza system of differential equations 1
    3. Navier-Stokes equations
    4. Pattern Formation 1
    5. Physically realistic simulation 1
    6. Quantitative linearization theorems for differential equations and diffeomorphisms
    7. Rigorous high-order scientific computing 1

Organization

    1. Department of Mathematical Sciences 1
    2. College of Science and Mathematics 1

Position

    1. Faculty Member 1