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Difference between revisions of "User:Camillo.delellis"

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[[Liouville theorems]] |
 
[[Liouville theorems]] |
 
[[Mass and co-mass]] |
 
[[Mass and co-mass]] |
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[[Maximum principle]] |
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[[Measurable functiona]] |
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[[Measurable set]] |
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[[Measure]] |
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[[Minimal surface]] |
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[[Minimax principle]] |
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[[Monge-Ampère equation]] |
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[[Moser-Trudinger inequality]] |
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[[Nash theorems (in differential geometry)]] |
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[[Newton method]] |

Revision as of 15:36, 18 July 2012

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 |

How to Cite This Entry:
Camillo.delellis. Encyclopedia of Mathematics. URL: http://encyclopediaofmath.org/index.php?title=Camillo.delellis&oldid=27081