Ph.D./Dr. rer. nat.
Experienced mathematician and educator specializing in numerical linear algebra and high-performance computing
My doctorate was jointly awarded in 2018 by Temple University and the Bergische Universität Wuppertal for my thesis A New Block Krylov Subspace Framework with Applications to Functions of Matrices Acting on Multiple Vectors. I was supervised by Daniel B. Szyld and Andreas Frommer.
I have a bachelors degree in Spanish and volunteered as an English teacher for Puentes de Salud in Philadelphia. In addition to Spanish, I speak German, French, Bulgarian, and a few other languages to varying degrees. Check out my hobbies page for my favorite language-learning resources.
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Jan 2022: Block Gram-Schmidt algorithms and their stability properties is now live on Linear Algebra and its Applications.
Sept 2021: The stability of block variants of classical Gram-Schmidt has been published in SIMAX.