Papers for Euler Circle Differential Geometry, Spring 2022

• Agastya Goel: Calculus of variations
• Alan Lee: Minimal surfaces
• Amit Saha: Mean curvature flow
• Anant Asthana: Manifolds, symplectic geometry, and mechanics
• Andrew Chang: Calculus of variations
• Arav Bhattacharya and Brian Wu: Calculus on manifolds and exterior algebra
• Arjun Kulkarni: Calculus of variations
• Atticus Kuhn: Minimal surfaces
• Ezra Furtado-Tiwari: Sphere eversion
• Grace Howard: Characteristic classes and fiber bundles
• Ken Lee: The Poincaré-Hopf Theorem and the Hairy Ball Consequence
• Mehana Ellis: Geometrically optiomal sphere eversion
• Roger Fan: Differential forms and the Hodge operator
• Shihan Kanungo: Minimal surfaces
• Tanvi Deshpande: The Hopf-Rinow Theorem
• Tristan Liu, Arpit Mittal, and Mark Takken: Lie theory