Archival Overview
German mathematician renowned for his contributions to non-linear partial differential equations, the Bernstein theorem, and differential geometry.
Biographical Record
Erhard Heinz studied mathematics at the University of Göttingen, completing his doctorate under Franz Rellich in 1951. He held academic posts at Stanford University and the University of Munich before succeeding Carl Ludwig Siegel as chair at Göttingen in 1966.
Heinz's research yielded breakthrough results in partial differential equations and differential geometry, particularly concerning surfaces of constant mean curvature and Plateau's problem. His elegant analytical techniques advanced understanding of non-linear boundary value problems.
Key Life Milestones
Generalization of Bernstein's Theorem
Delivered a foundational generalization of Sergei Bernstein's theorem on minimal surfaces to arbitrary dimensions and curvatures.
Cantor Medal of the DMV
Awarded Germany's highest mathematical distinction for his profound contributions to analysis and geometry.
Memorial Guestbook & Tributes
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Final Resting Place
Perpetual MemorialGöttingen, Germany