[1] Mario Salerno,
Reflection of fluxons on a Josephson line from a perturbative point of view,
Phys. Lett. A87, 116-120 (1981).

[2] M.Salerno and A.C.Scott,
Linewidth for fluxons oscillators,
Phys. Rev. B26, 2474-2480 (1982).

[3] E.Joergensen, V.P.Koshelets, R.Monaco, J.Mygind, M.Salerno, and M.R.Samuelsen,
Thermal fluctuations in resonant motion of fluxons on a Josephson transmission line: Theory and Experiment,
Phys. Rev. Lett. 49, 1093-1096 (1982).

[4] Mario Salerno, M.P.Soerensen, O.Skovgaard, P.L.Christiansen,
Perturbation theories for sine-Gordon soliton dynamics,
Wave Motion 5, 49-58 (1983).

[5] O.H.Olsen, M.Salerno, M.R.Samuelsen,
Fluxon reflection at loaded terminations of long Josephson junctions,
Physica D8, 267-272 (1983).

[6] S.De Filippo, G.Marmo, M.Salerno, G.Vilasi,
Phase manifold geometry of Burgers hierarchy,
Lett. Nuovo Cimento 37, 105-110 (1983).

[7] S.De Filippo, M.Salerno,
A geometrical approach to discretization of nonlinear integrable evolution equations: I Burgers hierarchy,
Phys. Lett. A101, 75-80 (1984).

[8] M.Salerno, E.Joergensen, M.R.Samuelsen,
Phonons and solitons in the thermal sine-Gordon system,
Phys. Rev. B30, 2635-2639 (1984).

[9] S.De Filippo, G.Marmo, G.Vilasi and M.Salerno,
A new characterization of completely integrable systems,
Il Nuovo Cimento B83, 97-112 (1984).

[10] S.De Filippo, M.Salerno, G.Vilasi,
A geometrical approach to integrability of soliton equations,
Lett. Math. Phys. 9, 85-91 (1985).

[11] M.Salerno, M.R.Samuelsen, P.S.Lomdhal, O.H.Olsen,
Non dissipative perturbations in the sine-Gordon system,
Phys. Lett. A108, 241-244 (1985).

[12] Mario Salerno,
A mechanical analog for the double sine-Gordon equation,
Physica D17, 227-234 (1985).

[13] M.Bartuccelli, N.F.Pedersen, M.Salerno and P.LChristiansen,
Horseshoe chaos in the space independent double sine-Gordon system, Wave Motion 8, 581-594 (1986).

[14] S.Pagano, M.Salerno, M.R.Samuelsen,
Parametric adiabatic perturbation on the sine-Gordon breather solution,
Physica D26, 396-402 (1987).

[15] Mario Salerno,
On the phase manifold geometry of the 2-dimensional Burgers equation,
Phys. Lett. A121, 15-18 (1987).

[16] S.De Filippo, M.Fusco Girard, M.Salerno,
Lyapunov exponents for the n=3 Discrete Self-Trapping Equation,
Physica D26, 411-414 (1987).

[17] S.De Filippo, M.Fusco Girard, M.Salerno,
Numerical evidence of a sharp order window in a hamiltonian system,
Physica D29, 421-426 (1988).

[18] M.Salerno, H.Svensmark, M.R.Samuelsen,
The thermal sine-Gordon system in the presence of different types of dissipations,
Phys. Rev. B38, 593-596 (1988).

[19] M.Salerno, M.R.Samuelsen,
Normal modes in a solitary wave solution to a double sine-Gordon equation,
Phys. Lett. A128, 424-426 (1988).

[20] M.Salerno, M.R.Samuelsen,
Internal oscillation frequencies and anharmonic effects for the double sine-Gordon kink,
Phys. Rev. B39, 4500-4503 (1989).

[21] Mario Salerno,
Reduced sine-Gordon breather-(anti)kink dynamics and the double sine Gordon system,
Phys. Lett. A134, 421-423 (1989).

[22] A.R.Bishop, D.W.McLaughlin and M.Salerno,
Global coordinates for the breather-kink(antikink) sine-Gordon phase space: An explicit separatrix as a possible source of chaos,
Phys. Rev. A40, 6463-6469 (1989).

[23] S.De Filippo, M.Fusco Girard, M.Salerno,
Avoided crossing and next neighbor level spacings for the quantum DST equation,
Nonlinearity 2, 477-487 (1989).

[24] M.Salerno, M.R.Samuelsen, G.Filatrella, S.Pagano, R.D.Parmentier,
A simple map describing phase locking of fluxon oscillations in long Josephson tunnel junctions,
Phys. Lett. A137, 75-78 (1989).

[25] L.Cruseiro-Hansom, H.Feddersen, R.Flash, M.Salerno, P.L.Christiansen and A.C.Scott,
Classical and Quantum Analysis of Chaos in the Discrete Self Trapping Equation,
Phys. Rev B42, 522 (1990).

[26] H.Feddersen, R.Flash, M.Salerno and P.L.Christiansen,
Comment on "Theory of the Liapunov exponents of Hamiltonian systems
and a numerical study on the transition from regular to irregular classical motion",
Jou. Chem. Phys. 92, 2117 (1990).

[27] S.De Filippo, M.Salerno,
A Generalised Discrete Self Trapping equation as a model for Quantum Chaology,
Phys. Lett. A142, 479 (1989).

[28] S.De Filippo, M.Fusco Girard, M.Salerno,
Semiclassical analysis of the eigenstate Wigner functions for the Discrete Self Trapping equation,
Phys. Lett. A146, 313 (1990).

[29] Mario Salerno,
Phase-locking chaos in long Josephson junctions,
Phys. Lett. A144, 453 (1990).

[30] M.Salerno,M.R.Samuelsen,G.Filatrella,S.Pagano, R.D.Parmentier,
Microwave phase locking of Josephson-junction fluxon oscillators,
Phys. Rev. B41, 6641 (1990).

[31] S.De Filippo, M.Salerno,
On a general procedure to evaluate unstable periodic orbits,
Phys. Lett. A153,173 (1991).

[32] V.Z.Enol'skii, M.Salerno, N.A. Kostov, A.C.Scott,
Alternate Quantizations of the Discrete self-Trapping Dimer
Physica Scripta 43, 229 (1991).

[33] M.Salerno, A.C.Scott
Quantum theories for two discrete nonlinear Schrodinger equations,
Nonlinearity 4, 853 (1991).

[34] H.Feddersen, P.L.Christiansen, M.Salerno,
Quantum Chaology in the Discrete Self-Trapping equation in the presence of Arnold diffusion
Physica Scripta 43, 353-355 (1991).

[35] Mario Salerno,
Suppression of phase-locking chaos in long Josephson junctions by biharmonic microwave fields,
Phys. Rev. B44, 2720 (1991).

[36] V.Enol'skii , M.Salerno,
On the calculation of the energy spectrum of quantum integrable systems,
Phys. Lett. A155, 121-125 (1991).

[37] M.Salerno , M.R.Samuelsen,
Long Josephson junctions phase locked to microwaves by different couplings,
Phys. Lett. A156 293 (1991).

[38] Mario Salerno,
Discrete model for DNA promoters dynamics,
Phys. Rev. A44, 5292-5297 (1991).

[39] N.Gronbech-Jensen, M.Salerno, M.R.Samuelsen,
Effect of thermal noise on the phase-locking of a Josephson fluxon oscillator,
Phys. Rev. B46, 308-316 (1991).

[40] Mario Salerno,
Dynamical properties of DNA promoters,
Phys. Lett. A167, 49-53 (1992).

[41] Mario Salerno,
Lyapunov exponent analysis of fluxon oscillations in long Josephson junctions,
Phys. Lett. A160, 419-423 (1992).

[42] Mario Salerno,
A new method to solve the quantum Ablowitz-Ladik system,
Phys. Lett. A162, 381-384 (1992).

[43] Mario Salerno,
Quantum deformations of the discrete nonlinear Schrödinger equation,
Phys. Rev. A46, 6856-6859 (1992).

[44] V.Z. Enol'skii, M.Salerno, A.C.Scott and J.C.Eilbeck
There is more than one way to skin Schrödinger's cat
Physica D53, 1-24 (1992).

[45] G.Filatrella, G.Rotoli, and M.Salerno,
Suppression of chaos in the perturbed sine-Gordon system by weak periodic signals
Phys. Lett. A178, 81-84 (1993).

[46] N.Gronbech-Jensen, Y.S.Kivshar, M.Salerno
Solitons on oscillating and rotating backgrounds,
Phys. Rev. Lett. 70, 3181-3184, (1993).

[47] V.Z.Enol'skii, V.B.Kuznetsov and M.Salerno
On the Quantum Inverse Scattering Method for the DST dimer,
Physica D68, 138-152 (1993).

[48] C.Godano, M.Salerno,
The chaoticity degree of the Campi Flegrei seismicity, Southern Italy,
Geophys. J. Int. 114, 392-398 (1993).

[49] Y.Kivshar, M.Salerno,
Modulational instability in the discrete deformable nonlinear Schrödinger equation,
Phys. Rev. E49, 3543-3546 (1994).

[50] M.Salerno, J.C. Eilbeck,
General method to solve Hamiltonians with infinite range interactions,
Phys. Rev. A50, 553-556 (1994).

[51] M.Salerno, V.Z.Enol'skii, D.Leykin,
Canonical transformation between integrable Henon-Heiles systems,
Phys. Rev. E49, 5897-5899 (1994).

[52] Mario Salerno,
Bose-Einstein condensation in a system of q-bosons,
Phys. Rev. E50, 4528-4530 (1994).

[53] M.Salerno, M.R.Samuelsen,
Stabilization of chaotic phase locked dynamics in long Josephson junctions,
Phys. Lett. A190, 177-181 (1994).

[54] M.Salerno,Y.S.Kivshar,
DNA promoters and nonlinear dynamics,
Phys. Lett. A193, 263-266 (1994).

[55] N.Gronbech-Jensen, M.Salerno, M.R.Samuelsen,
Relaxation toward phase locked dynamics in long Josephson junctions,
Phys. Rev. B51, 15613-15616 (1995).

[56] D.Cai,N.Gronbech-Jensen,A.R.Bishop, M.Salerno,
Electric-field-induced nonlinear Bloch oscillations and dynamical localization,
Phys.Rev.Lett. 74, 1186-1189 (1995).

[57] Mario Salerno,
The Hubbard model on a complete graph: Exact Analytical results,
Zeitschrift fur Physik B99, 469-471 (1996).

[58] Mario Salerno,
Exact analytical solutions of the Hubbard model with unconstrained hopping,
Physica Scripta 54, 32-35 (1996).

[59] Mario Salerno,
Ferromagnetic ground states of the Hubbard model on a complete graph,
Zeitschrift fur Physik B101, 619-621 (1996)

[60] Mario Salerno,
SO(4) invariant basis functions for strongly correlated Fermi systems,
Phys. Lett. A217, 268-273 (1996).

[61] V.I. Konotop, D. Cai, M.Salerno, A.R. Bishop and N. Gr onbech-Jensen
Interaction of a soliton with point impurities in an inhomogeneous discrete nonlinear Schrödinger system,
Phys. Rev. E53, 6476 (1996).

[62] V.Z.Enolskii, M.Salerno,
Lax representation for two-particle dynamics splitting on two tori,
J. Phys. A17, L425-431 (1996).

[63] G. Filatrella, B. Malomed, R.D.Parmentier and M.Salerno,
Phase locking of fluxons in spatially inhomogeneous Josephson junctions,
Phys. Lett. A228, 250-255 (1997).

[64] V.I. Konotop, M.Salerno,
Small-amplitude excitations in a deformable discrete nonlinear Schrödinger equation,
Phys. Rev. E55, 4706-4712 (1997).

[65] V.I. Konotop, M.Salerno,
Dark and bright shock waves in the generalized discrete nonlinear Schrödinger equation,
Phys. Rev. E56, 3611-3618 (1997).

[66] V.I. Konotop, M.Salerno, S.Takeno,
Shock waves in a chain of two-level atoms with exchange and dipole-dipole interactions
Phys. Rev. E56, 7240-7245 (1997).

[67] Mario Salerno,
On regular Bethe states and SO(4) invariance of the 1D Hubbard model,
Phys. Lett. A236, 206-210 (1997).

[68] Mario Salerno,
On the link between SO(4) invariance and Bethe states of the 1D Hubbard model,
Physica D119, 200-204 (1998).

[69] M.Cirillo, N.Gronbech-Jensen, M.R.Samuelsen, M.Salerno, G.Verona Rinati,
Fiske modes and Eck steps in long Josephson junctions: Theory and experiments,
Phys. Rev. B58, 12377 (1998).

[70] V.I. Konotop, M.Salerno, S.Takeno,
Shock waves in the one dimensional Heisenberg ferromagnet,
Phys. Rev. B58, 14892 (1998).

[71] M.Salerno and M.R.Samuelsen,
Phase Locking and Flux Flow Resonances in Josephson Oscillators driven by homogeneous microwave fields,
Phys. Rev. B59, 14653-14658 (1999).

[72] M.Salerno and M.R.Samuelsen,
Josephson flux-flow oscillators in non uniform microwave fields,
Phys. Rev. B 61, (2000) 99-102.

[73] V.B.Kutznetsov, M. Salerno, and E.K.Sklyanin,
Quantum Backlund transformations for the integrable DST model,
J.Phys. A 33, (2000) 171-189.

[74] A. Pankratov and M. Salerno,
Parametric stochastic resonance in a bistable system with periodically driven barrier,
Phys. Rev E 61, (2000) 1206.

[75] V. Popkov and M. Salerno,
Quantum shock waves in the Heisenberg XY model,
Phys. Rev B 62, (2000) 352.

[76] S. De Filippo and M. Salerno,
Spectral properties of a model potential for quantum dots with smooth boundaries,
Phys. Rev B 62, (2000) 4230-4233.

[77] M. Barbi and Mario Salerno,
Phase locking and current reversals in deterministic ratchets,
Phys. Rev E 62, (2000) 1988-1994.

[78] A. Pankratov and M. Salerno,
Resonant activation phenomenon in overdamped periodically driven systems with noise,
Phys. Lett. A 273 (2000) 162-166.

[79] M.Salerno, B. Malomed and V.V. Konotop,
Shock waves in a dissipative discrete nonlinear Schrödinger equation,
Phys. Rev. E 62 (2000) 8651-8656.

[80] M. Salerno, S.De Filippo, E.Tufino, and V.Z. Enolskii,
Integrable systems on a sphere as models for quantum dots,
J. Phys. A 33, (2000).

[81] S. De Filippo, M. Salerno and V.Z. Enolskii,
Exact zero energy bound states of a model potential for quantum dots,
Phys.Lett.A 276 (2000) 240-244.

[82] E. D. Belokolos, J. C. Eilbeck, V. Z. Enolskii, and M. Salerno,
Exact Energy Bands and Fermi Surfaces of Separable Abelian Potentials,
J. Phys. A 34 (2001) 943-959.

[83] Maria Barbi and Mario Salerno,
Stabilization of ratchet dynamics by weak periodic signals,
Phys. Rev. E. (2001) in press.

[84] U. Mortensen, M. Salerno and M.R. Samuelsen,
Phase locking of Josephson flux-flow oscillators in non uniform microwave fields,
Phys. Lett. A (2001) in press.