Florio M. Ciaglia

Hamilton-Jacobi approach to potential functions in information geometry

The search for a potential function

Dynamical Vector Fields on the Manifold of Quantum States

S

Differential calculus on manifolds with boundary applications

allowing to reconstruct a given metric tensor

A pedagogical intrinsic approach to relative entropies as potential functions of quantum metrics: The q–z family

g

Dynamical aspects in the quantizer–dequantizer formalism

and a given symmetric covariant tensor

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

T

Covariant Jacobi brackets for test particles

on a manifold

Time, classical and quantum

\mathcal{M}

Generalised Potential Functions in Differential Geometry and Information Geometry

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

Contact manifolds and dissipation, classical and quantum

T\mathcal{M}