MS
M. Sommacal
nlin.SImath.MPmath-phnlin.PSphysics.flu-dyncond-mat.mes-hallmath.APmath.DSnlin.CDAortic Valve Stenosis
On Valency
published · living versionsW_tv2dmnxf·v1 · currentpublished
Talanov dynamics and chirp-controlled rogue-wave formation for the vector nonlinear Schrödinger equation
with G. Ortenzi, G. Roberti
1 version
Preprints & journals
11 papers in the corpus · 2003–2023Rogue wave formation scenarios for the focusing nonlinear Schrödinger equation with parabolic-profile initial data on a compact support.37723695 · Demontis, F, Ortenzi, G, Roberti, G et al.2023 · 4 citationsPhysical review. E. 2023;108(2-1):024213
Periodic and solitary wave solutions of the long wave-short wave Yajima-Oikawa-Newell model2207.02499v1 · Marcos Caso-Huerta, Antonio Degasperis, Priscila Leal da Silva et al.2022 · 8 citationsFluids 2022, 7, 227
Aortic stenosis post-COVID-19: a mathematical model on waiting lists and mortality.35710248 · Stickels, Christian Philip, Nadarajah, Ramesh, Gale, Chris P et al.2022 · 13 citationsBMJ open. 2022;12(6):e059309
A new integrable model of long wave-short wave interaction and linear stability spectra2109.04296v1 · Marcos Caso-Huerta, Antonio Degasperis, Sara Lombardo et al.2021 · 21 citationsProc. R. Soc. A. 477, 20210408 (2021)
Integrability and Linear Stability of Nonlinear Waves.30008518 · Degasperis, Antonio, Lombardo, Sara, Sommacal, Matteo2024 · 31 citationsJournal of nonlinear science. 2018;28(4):1251-1291
Effective Generation of Closed-form Soliton Solutions of the Continuous Classical Heisenberg Ferromagnet Equation1507.08097v2 · F. Demontis, S. Lombardo, M. Sommacal et al.2015 · 17 citationsCommunications in Nonlinear Science and Numerical Simulation, Volume 64, Pages 35-65, 2018
Propagation and control of nano-scale, magnetic droplet solitons1202.3421v2 · M. A. Hoefer, M. Sommacal, T. J. Silva2012 · 59 citationsPhysical Review B, 85, 214433 (2012)
Propagating two-dimensional magnetic droplets1111.2310v2 · M. A. Hoefer, M. Sommacal2011 · 31 citationsPhysica D, 241 890-901 (2012)
Understanding complex dynamics by means of an associated Riemann surface1104.2205v1 · David Gomez-Ullate, Paolo Santini, Matteo Sommacal et al.2011 · 18 citationsPhysica D, Volume 241(16) 2012 1291 - 1305
The Transition from Regular to Irregular Motions, Explained as Travel on Riemann Surfacesnlin/0507024v1 · F. Calogero, D. Gomez-Ullate, P. M. Santini et al.2005 · 53 citationsJ. Phys. A 38 (2005), no. 41, 8873--8896
Periodic solutions of a many-rotator problem in the plane. II. Analysis of various motionsnlin/0310047v1 · F. Calogero, J-P. Francoise, M. Sommacal2003 · 38 citationsJ. Nonlinear Math. Phys., volume 10, no. 2 (2003) 157-214
Career total: 45 works. 11 are in this corpus.
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