PAOLETTI ROBERTO

Ruolo:

professore ordinario

Settore scientifico disciplinare:

GEOMETRIA (MAT/03)

Afferenza:

E-mail:

Telefono:

0264485738

Stanza:

U05, Piano: P03, Stanza: 3015
Via Roberto Cozzi, 55 - 20125 MILANO

Paoletti, R. (2018). Local Scaling Asymptotics for the Gutzwiller Trace Formula in Berezin–Toeplitz Quantization. THE JOURNAL OF GEOMETRIC ANALYSIS, 28(2), 1548-1596. Dettaglio
Paoletti, R. (2017). Local trace formulae for commuting Hamiltonians in Toeplitz quantization. JOURNAL OF SYMPLECTIC GEOMETRY, 15(1), 189-245. Dettaglio
Paoletti, R. (2017). Szegö Kernels and Asymptotic Expansions for Legendre Polynomials. JOURNAL OF COMPLEX ANALYSIS, 2017. Dettaglio
Paoletti, R. (2017). Spectral and eigenfunction asymptotics in Toeplitz quantization. In D. Angella, C. Medori, & A. Tomassini (a cura di), Complex and Symplectic Geometry (pp. 179-190). Cham : Springer International Publishing. Dettaglio
Paoletti, R. (2015). Lower-order asymptotics for Szegö and Toeplitz kernels under Hamiltonian circle actions. In C. Hacon, M. Mustaţă, & M. Popa (a cura di), Recent Advances in Algebraic Geometry: A Volume in Honor of Rob Lazarsfeld's 60th Birthday (pp. 321-369). Cambridge : Cambridge University Press. Dettaglio

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