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Nadine Große is a faculty member at the Mathematisches Institut of the University of Freiburg, specializing in various areas of geometry. Her research encompasses geometric analysis, differential geometry, spin geometry, and conformal geometry. She is particularly focused on spectral theory and Yamabe-type problems, exploring Dirac operators and curvature in open manifolds. Throughout her academic career, she has contributed to multiple projects and collaborated with fellow researchers, aiming to deepen the understanding of complex geometric relationships and their applications in mathematics. Nadine actively participates in teaching and mentoring students at her institution, providing insights into advanced mathematical theories and fostering analytical skills in her mentees. She is dedicated to the advancement of her field and works on interdisciplinary applications of geometry in mathematics.
Focus on Advanced Quantum Mechanics and experimental/theoretical electives.