MATH 595 Presentation Schedule

Tuesday May 2 in 1066 Lincoln Hall

  9:30am – Jooyeon Chung and Heeyeon Kim (bounds on complex eigenvalues and resonances)

10:00am – Timothy Ferguson (eigenvalues of the graph Laplacian)

10:30am – Derek Kielty (zero sets of Dirichlet eigenfunctions)

Wednesday May 3 in 106B3 Engineering Hall

11:00am – Vanessa Rivera Quiñones (pattern formation with reaction-diffusion systems – how the leopard got its spots)

11:30am – Abiodun Oki (eigenfunctions and eigenvalues of the stochastic master equation for protein production from mRNA)

Thursday May 4 in 241 Altgeld Hall

  9:30am – Haojian Li (lowest eigenvalue of harmonic oscillator by Villani’s method)

10:00am – Lan Wang and Qiang Wu (stability of steady states for the Kumamoto model below the synchronization threshold)

10:30am – Matthew Ellis (Robin eigenvalues and superconductivity)

1:00pm – Li Lu and Matthew Wala (inverse spectral problem for triangles)

1:30pm – Shiya Liu (minimizing the n-th eigenvalue on rectangles)

3:00pm –  Christopher Gartland and Hadrian Quan (upper bounds on eigenvalues of the Laplacian on a closed manifold, in terms of the Cheeger constant)

3:30pm – Christopher Linden (discrete magnetic Laplacian)

Friday May 5 in 341 Altgeld Hall

1:00pm – Dakota Ihli (Robin eigenvalues of the Laplacian)

1:30pm – 

2:00pm – Gaurav Chaudhary (stability of self-similar evolution equations)

2:30pm – Amirhossein Taghvaei (spectral gap – Poincáre inequality)

3:00pm – Iftikhar Ahmed (stability of self-similar solutions to the diffusion equation)

3:30pm – Terence Harris (absence of eigenvalues of non self-adjoint Schrodinger operators on the boundary of their numerical range)

4:00pm – Shinhae Park and Vlad Sadoveanu (can you hear the shape of a triangular drum?)

Richard S. Laugesen
376 Altgeld Hall
1409 W. Green Street (MC-382)
Urbana, IL 61801
Email: Laugesen@illinois.edu