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My interests lie in complex differential geometry, primarily in relation to Kähler manifolds, wherein the Riemannian, Symplectic, and Complex structures share a simple relationship. To date this has involved working in the program started by E. Calabi investigating canonical choices of metrics on complex manifolds, with my expertise pertaining to complete extK and cscK metrics.

I am a 6th year Ph.D. student working under the direction of Gábor Székelyhidi. During Fall of 2021, I am teaching Math 10555.

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