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• Research Areas
  • Mathematics
    • Algebra
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        • Additive, Abelian and Grothendieck Categories
        • Triangulated and Derived Categories
      • Group Theory
        • Asymptotic and Probabilistic Problems in Group Theory
        • Lattice problems in Group Theory
        • p-local analysis in finite simple groups
      • Representation Theory
        • Lie Theory
        • Module Theory
      • Ring Theory
        • Commutative Rings
        • Noncommutative Rings
    • Analysis and PDE
      • Algebraic and Complex Analysis
        • Algebraic Analysis
        • Microlocal Analysis
        • Several Complex Variables
      • Calculus of Variations
        • Existence, regularity, and necessary conditions
        • Geometric inequalities in the Calculus of Variations
        • Variational convergences and extremum problems
      • Control Theory and Hamilton-Jacobi PDE
        • Control of PDE
        • Differential inclusions and Nonsmooth analysis
        • Geometric and optimal control
        • Hamilton-Jacobi PDE and Viscosity solutions
        • Impulsive control
        • Quantum control
        • Subriemannian geodesics
      • Functional Analysis, Harmonic Analysis and PDE
        • Asymptotic Analysis of Elliptic and Parabolic PDE
        • Nonlinear Harmonic Analysis and Operator Theory
        • Spectral Theory of Differential Operators
      • Geometric Measure Theory and Geometric Analysis
        • Analysis in Carnot groups
        • Geometric Measure Theory
        • Minimal surfaces
        • Prescribed curvature problems and conformal geometry
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        • Hyperbolic conservation laws
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        • Mean Field Games
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        • Multiscale problems in PDE
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        • Ill-posedness regularization
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        • Matheuristics and meta-heuristics methods
        • Polyhedral combinatorics
      • Integer and mixed integer linear programming
        • Cutting plane methods
        • Decomposition methods for large scale (mixed) integer programs
        • Reformulations and extended formulations
        • Theory of (mixed) integer linear programming
      • Nonlinear optimization
        • Methods for constrained optimization
        • Methods for derivative-free optimization
        • Methods for mixed integer nonlinear programming
        • Methods for sparse optimization
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      • Interacting Particle Systems and Statistical Mechanics
      • Numerical Probability
      • Queueing Theory
      • Random Processes on Complex Networks
      • Schrödinger Problem and Stochastic Mass Transport
      • Stochastic Control and Filtering
      • Stochastic Differential Equations and Applications
      • Stochastic Homogenization
      • Stochastic Methods for Finance
      • Stochastic Models for Ecology and Biology
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      • Formal Methods for Software Reliability
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Calculus of Variations

DEPARTMENT OF MATHEMATICS “TULLIO LEVI-CIVITA”

• Biblioteca Matematica [it]
• School of Science
• School of Engineering
• Università degli Studi di Padova

CONTACTS

• • Via Trieste, 63 - 35121 Padova
  • Phone: +39 049 827 1200
  • Fax: +39 049 827 1499
• email: dipmath@math.unipd.it
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• Webmaster: servizio.calcolo@math.unipd.it