27.04.2015 Views

download report - Sapienza

download report - Sapienza

download report - Sapienza

SHOW MORE
SHOW LESS

You also want an ePaper? Increase the reach of your titles

YUMPU automatically turns print PDFs into web optimized ePapers that Google loves.

Scientific Report 2007-2009<br />

Dissemination<br />

[39] R. Droghei et al., An isochronous variant of the<br />

Ruijsenaars-Toda model: equilibrium configuration, behavior<br />

in their neighborhood, Diophantine relations, J.<br />

Phys. A: Math. Theor., 42, (2009), pp. 445207<br />

[40] A. Degasperis et al., Multicomponent integrable wave<br />

equations: II. Soliton solutions, J. Phys. A: Math. Theor.,<br />

42, (2009), pp. 385206<br />

[41] V. Alba et al., Quasi-long-range order in the 2D XY<br />

model with random phase shifts, J. Phys. A: Math. Theor.,<br />

42, (2009), pp. 295001<br />

[42] F. Calogero, Comment on the paper entitled ”Exact solution<br />

of N-dimensional radial Schroedinger equation for<br />

the fourth-order inverse-power potential, Eur. Phys. J. D<br />

53, 123-125 (2009)”, Eur. Phys. J. D, 53, (2009), pp. 123<br />

[43] F. Calogero et al., New evolution PDEs with many<br />

isochronous solutions, J. Math. An. Appl., 353, (2009),<br />

pp. 481<br />

[44] S. Dobrokhotov et al., Behavior near the focal points of<br />

asymptotic solutions to the Cauchy problem for the linearized<br />

shallow water equations with initial localized perturbations,<br />

Russ. J. Math. Phys., 16, (2009), pp. 228<br />

[45] G. Gallavotti, Thermostats, chaos and Onsager reciprocity,<br />

J. Stat. Phys., 124, (2009), pp. 1121<br />

[46] F. Belletti et al., An in-depth view of the microscopic<br />

dynamics of Ising spin glasses at fixed temperature, J.<br />

Stat. Phys., 135, (2009), pp. 1121<br />

[47] F.P. Toldin et al., Strong-Disorder Paramagnetic-<br />

Ferromagnetic Fixed Point in the Square-Lattice +/ − J<br />

Ising Model, J. Stat. Phys., 135, (2009), pp. 1039<br />

[48] L. Bertini et al., Towards a Nonequilibrium Thermodynamics:<br />

A Self-Contained Macroscopic Description of<br />

Driven Diffusive Systems, J. Stat. Phys., 135, (2009), pp.<br />

857<br />

[49] G. Montani et al., Linear Two-Dimensional MHD of<br />

Accretion Disks: Crystalline structure and Nernst coefficient,<br />

Mod. Phys. Lett. A, 24, (2009), pp. 2667<br />

[50] G. Parisi, The Mean Field Theory of Spin Glasses: The<br />

Heuristic Replica Approach and Recent Rigorous Results,<br />

Lett. Math. Phys., 88, (2009), pp. 255<br />

[51] G. Amelino-Camelia et al., On the 5D differential calculus<br />

and translation transformations in 4D κ-Minkowski<br />

noncommutative space-time, Int. J. Mod. Phys. A, 24,<br />

(2009), pp. 5445<br />

[52] F. Guerra, Coupled self-oscillating systems: theory and<br />

applications, Int. J. Mod. Phys. B, 23, (2009), pp. 5505<br />

[53] F. Belletti et al., JANUS: an FPGA-based System for<br />

High Performance Scientific Computing, Comput. Sci.<br />

Eng., 11, (2009), pp. 48<br />

[54] B. Tirozzi et al., Stability of the dynamics of an asymmetric<br />

neural network, Commun. Pure Appl. An., 8,<br />

(2009), pp. 655<br />

[55] G. Corbò et al., Magnetic dipoles and electric currents,<br />

Am. J. Phys., 77, (2009), pp. 818<br />

[56] F. Belletti et al., JANUS: an FPGA-based System for<br />

High Performance Scientific Computing, Comput. Sci.<br />

Eng., 11, (2009), pp. 48<br />

[57] F. Calogero, Remembering Yakov Abramovich<br />

Smorodinsky, Phys. At. Nucl., 72, (2009), pp. 1<br />

[58] R. Contino, New Physics at the LHC: Strong versus<br />

Weak symmetry breaking, Nuovo Cimento Soc. Ital. Fis.,<br />

B, 32, (2009), pp. 11<br />

[59] M. Bruschi et al., Additional recursion relations, factorizations<br />

and Diophantine properties associated with<br />

the polynomials of the Askey scheme, Adv. Math. Phys.,<br />

2009, (2009), pp. 268134<br />

[60] M. Bona et al., First Evidence of New Physics in b s<br />

Transitions., PMC Phys. A, A3, (2009), pp. 6<br />

[61] A. Degasperis et al., Degasperis-Procesi equation, Scholarpedia<br />

J., 4, (2009), pp. 7318<br />

<strong>Sapienza</strong> Università di Roma 211 Dipartimento di Fisica

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!