Fabio Di Cosmo

Hamilton-Jacobi approach to potential functions in information geometry

The search for a potential function

Acoustic Metamaterials Based on Local Resonances: Homogenization, Optimization and Applications

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Differential calculus on manifolds with boundary applications

allowing to reconstruct a given metric tensor

Dirac operators on the S3 and S2 spheres

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Aspects of Geodesical Motion with Fisher-Rao Metric: Classical and Quantum

and a given symmetric covariant tensor

Hamilton Principle in Piola’s work published in 1825

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Hamilton-Jacobi theory and Information Geometry

on a manifold

A Hodge–de Rham Dirac operator on the quantum SU(2)

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Euromech 579 Arpino 3–8 April 2017: Generalized and microstructured continua: new ideas in modeling and/or applications to structures with (nearly)inextensible fibers —a review of presentations and discussions

is formulated as the Hamilton-Jacobi problem associated with a canonically defined Lagrangian on

Metamaterials with relative displacements in their microstructure: technological challenges in 3D printing, experiments and numerical predictions

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