3 citations · 5 across the 2 of their papers we have counts for
6 papers
Berezin-Toeplitz operators, Kodaira maps, and random sections
Michele Ancona, Yohann Le Floch
We study the zeros of sections of the form of a large power of a holomorphic positive Hermitian line bundle over a compact K\''ahler manifold , w…
The inverse spectral problem for quantum semitoric systems
Yohann Le Floch, San Vũ Ngoc
Given a quantum semitoric system composed of pseudodifferential operators, Berezin-Toeplitz operators, or a combination of both, we obtain explicit formulas for recovering, from th…
Quantum propagation for Berezin-Toeplitz operators
Laurent Charles, Yohann Le Floch
We describe the asymptotic behaviour of the quantum propagator generated by a Berezin-Toeplitz operator with real-valued principal symbol. We also give precise asymptotics for smoo…
Semitoric families
Yohann Le Floch, Joseph Palmer
Semitoric systems are a type of four-dimensional integrable system for which one of the integrals generates a global -action; these systems were classified by Pelayo and Vu Ng…
Bounds for fidelity of semiclassical Lagrangian states in K{ä}hler quantization
Yohann Le Floch
We define mixed states associated with submanifolds with probability densities in quantizable closed K{ä}hler manifolds. Then, we address the problem of comparing two such states v…
Symplectic geometry and spectral properties of classical and quantum coupled angular momenta
Yohann Le Floch, Álvaro Pelayo
We give a detailed study of the symplectic geometry of a family of integrable systems obtained by coupling two angular momenta in a non trivial way. These systems depend on a param…