User:Camillo.delellis

My homepage at the University of Zuerich.

My research interests are in analysis and differential geometry, especially in partial differential equations, geometric measure theory and fluid dynamics (2010 MSC [35xx], [49Jxx], [49Qxx], [76xx]).

This is a list of pages related to my mathematical interests:

Absolute continuity | Absolutely convergent series | Aerodynamics, mathematical problems of | Affine minimal surface | Absolute summability | Absolutely continuous measures | Absolutely integrable function | Approximate continuity | Approximate differentiability | Approximate limit | Arzelà-Ascoli theorem | Baire property | Baire theorem | Banach-Mazur game | Banach-Steinhaus theorem | Barrier | Bernstein theorem | Birkhoff-Rott equation | Borel function | Borel measure | Borel set | Boundary layer | Boundary value problem, elliptic equations | Boundary value problem, partial differential equations | Catenoid | Cauchy problem | Class of differentiability | Convergence, almost-everywhere | Convergence in measure | Convergence of measures | Convergence of distributions | Convex functional | Convex integration | Curl | Darboux-Baire-1-function | Deformation, isometric | Derivative | Differential | Differential calculus | Differential equation, partial | Differential equation, partial, of the first order | Differential equation, partial, of the second order | Differential equation, partial, variational methods | Differential geometry | Differentiation | Diffusion equation | Dirac delta-function | Dirichlet Laplacian | Dirichlet principle | Dirichlet problem | Distribution | Egorov theorem | Eikonal equation | Elliptic partial differential equation | Energy inequality | Energy integral | Fatou theorem (on Lebesgue integrals) | Federer-Fleming deformation theorem | First variation | Fixed point | Flat norm | Fractals | Fubini theorem | Function of bounded variation | Functional analysis | Galilean transformation | Gas dynamics, equations of | Gaussian curvature | Generalized derivative | Generalized function | Generalized function, derivative of a | Generalized functions, product of | Generalized functions, space of | Geometric measure theory | Gradient | Gradient method | Green formulas | Green function | H-principle | Hahn decomposition | Hardy spaces | Harmonic analysis | Harmonic function | Harmonic polynomial | Harnack inequality | Hausdorff dimension | Hausdorff measure | Heat equation | Helicoid | Helmholtz equation | Hyperbolic partial differential equation | Hölder condition | Hölder inequality | Hölder space | Integrability | Integral | Isometric immersion | Isoperimetric inequality | Isoperimetric inequality, classical | Isoperimetric problem | Isothermal coordinates | Jacobian | John-Nirenberg inequalities | Kernel of an integral operator | Kinetic equation | Korn inequality | Laplace equation | Lebesgue decomposition | Lebesgue integral | Lebesgue measure | Lebesgue point | Linear differential operator | Linear elliptic partial differential equation and system | Linear partial differential equation | Liouville theorems | Mass and co-mass | Maximum principle | Measurable functiona | Measurable set | Measure | Minimal surface | Minimax principle | Monge-Ampère equation | Moser-Trudinger inequality | Nash theorems (in differential geometry) | Newton method |