LSU
| Mathematics

Yaniv Almog | Ginzburg-Landau theory of superconductivity, fluid mechanics | |

Yuri Antipov | Integral and functional equations of continuum mechanics | |

Ricardo Estrada | Asymptotic analysis, generalized functions, integral equations | |

Robert Lipton | Mathematical materials science, partial differential equations | |

Frank Neubrander | Laplace and convolution transforms, generalized functions, evolution equations, mathematics education | |

Gestur Olafsson | Harmonic analysis on homogeneous spaces, integral transforms such as the Radon transform, wavelets and wavelet sets, representation theory and its connection to function spaces and special functions, the heat and the wave equation. | |

Boris Rubin | Integral geometry, harmonic analysis, fractional integration and differentiation, continuous wavelet transforms | |

Stephen Shipman | Applied analysis | |

Larry Smolinsky | Hamiltonian mechanics/mathematical physics, knot theory |