P. L. I. F. T. Physics

An integral geometry lemma and its applications: the nonlocality of the Pavlov equation and a tomographic problem with opaque parabolic objects

Moscow, Italy, Russia, 2015, 1511.04436.

A comparison of neutron star blackbody luminosities in LMXB with the theory of accretion flow spreading on the stellar surface

Russia., N. Inogamov, M. Church, 2002, astro-ph/0205175.

The initial boundary value problem on the segment for the Nonlinear Schr\"odinger equation; the algebro-geometric approach. I

P. L. I. F. T. Physics, Dipartimento di Fisica, Universita di RomaLa Sapienza'', 2003, nlin/0307026.

Newtonian dynamics in the plane corresponding to straight and cyclic motions on the hyperelliptic curve μ2 = νn - 1, n ∈ Z: Ergodicity, isochrony and fractals

Sezione di Roma, P. Grinevich, Istituto Nazionale Fisica Nucleare, 2006, nlin/0607031.

The exact rogue wave recurrence in the NLS periodic setting via matched asymptotic expansions, for 1 and 2 unstable modes

Technology, Sezione di Roma, Lomonosov Moscow State University, 2017, 1708.04535.

All-particle cosmic ray energy spectrum measured by the HAWC experiment from 10 to 500 TeV

Ny, Kraków, Va, 2017, 1710.00890.

Numerical instability of the Akhmediev breather and a finite-gap model of it

Technology, Sezione di Roma, Lomonosov Moscow State University, 2016, 1708.00762.

The finite gap method and the analytic description of the exact rogue wave recurrence in the periodic NLS Cauchy problem. 1

Sezione di Roma, P. Grinevich, P. L. I. F. T. Physics, 2017, Nonlinearity.

The finite-gap method and the periodic NLS Cauchy problem of anomalous waves for a finite number of unstable modes

Sezione di Roma, Russia., P. Santini, 2018, Russian Mathematical Surveys.