Algebraic geometry and differential geometry form two pillars of modern geometry, each providing its own language and techniques to study shapes and spaces. Algebraic geometry examines solution sets ...
Over the past decade, Professor L. Mahadevan's Soft Math Lab at the Harvard John A. Paulson School of Engineering and Applied ...
Nonlinear differential equations on Riemann surfaces form a vibrant interface between analysis, geometry and mathematical physics. A Riemann surface is a one-complex-dimensional manifold endowed with ...
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