Skip to main content
DIME
Main menu
Home
Research
Research Areas
Capabilities
Variational calculus, optimization. Algebraic geometry
Modeling and control of distributed and nonlinear systems
Mathematical physics techniques for field theories and continuum media
Lifecycle design and monitoring of mechanical systems
Measurement systems in mechanics and biomechanics
Machines and systems for automation and mechatronic engineering
Robotics
Technologies and materials for mechanical productions
Refrigeration, air conditioning and heat exchanger design
Energetics, energy saving in buildings and environmental acoustics
Renewable energy, alternative energy, nuclear energy
Heat transfer and thermofluids
Experimental and computational fluid dynamics
Energy conversion machines and systems
Machines and systems for propulsion
Combustion processes and impact on the environment
Transportation systems
Design and management of logistic and production systems
Technologies for management and firm organization
Computational finance and economics
Laboratories
Technology transfer
EU projects
Research office
Education
The Department
People
DIME and industry
Announcements
You are here
Home
»
Research
»
Capabilities
»
Variational calculus, optimization. Algebraic geometry
Variational calculus, optimization. Algebraic geometry
Research themes:
Calculus of variations
Contact of hypersurfaces in a projective space, monoidal transformations of projective spaces
Curve and surface modeling by means of algebraic curves with application to naval design
Higher secant varieties of Segre, Segre-Veronese, Grassmann varieties
Hilbert functions of reduced and non-reduced subschemes of projective space
Mathematical Methods in Materials Science
Nonlinear evolution equations
Optimal mass transportation problems with not strictly convex cost
Partial differential equations. Boundary value problems for PDE
The Morse-Sard theorem in the setting of vector valued Sobolev functions
Vector optimization problems. Existence, variational convergence and stability of optimal points
Research Areas
Capabilities
Laboratories
Technology transfer
EU projects
Research office
Login UniGePASS
Languages
English
Italiano