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**Ph.D. students**

**Parul Laul.***Localized energy estimates of the wave equation on higher dimensional hyperspherical Schwarzschild spacetimes.*(2011).**John Helms.***The sharp lifespan for quasilinear wave equations in exterior domains with polynomial local energy decay.*(2012).**Jacob Perry.***Localized energy estimates for wave equations exterior to non-star-shaped obstacles.*(2018)**Robert Booth.***Almost global existence for quasilinear wave equations on non-trapping asymptotically flat backgrounds.*(2018)**Katrina Morgan.***Wave decay in the asymptotically flat stationary setting.*(2019)

**Masters students**

**Robert Booth.***Energy estimates on asymptotically flat surfaces of revolution.*(2011)**Anna Geyer.***Localized energy estimates for solutions to the wave equation in Minkowski, Schwarzschild, and Reissner-NÃ¶rdstrom space-times*. (2011)

**Undergraduate Honors Theses**

**Jacob Perry.***Solutions to quasilinear wave equations in homogeneous waveguides with Neumann boundary conditions.*(2010)**Bryan Lloyd.***A localized energy estimate exterior to a class of almost star-shaped obstacles.*(2013)**Shreyas Tikare.***Localized energy estimates for wave equations on higher dimensional black holes*[Highest honors] (2014)**David Spencer.***Global existence in a coupled wave system*[Highest honors] (2017)**Difan Li.***Local energy estimates for wave equations with degenerate trapping*(2019)