$p:\mathfrak{L}_{\vartheta}({\sf{\Gamma}},{\sf{G}})\to \sf{T}^*\mathfrak{A}_{\vartheta}({\sf{\Gamma}},{\sf{G}})\otimes\frak{a}_\vartheta$

$\psi(p_\psi)=-\mathrm{d}\log h^\psi$

The entropy regulating form, a fibered map defined on the length cone-bundle that describes the variation of entropy.

About

I’m a mathematician working on discrete subgroups of Lie groups, their associated geometric structures and dynamical systems.

Here is my cv and email: andres.sambarino@protonmail.com

Preprints

(pdf) Asymptotic properties of infinitesimal characters and applications. June 2024. Submitted


(pdf) Metric properties of boundary maps, Hilbert entropy and non-differentiability.
With Beatrice Pozzetti. October 2023. Submitted.

See also the Full Publication List