Wist, H. T., Myrhaug, D., and Rue, H., 2002, “Joint Distributions of Successive Wave Crest Heights and Successive Wave Trough Depths for Second-Order Nonlinear Waves,” J. Ship Res., 46 (3), pp. 175–185.

Boccotti, P., 1981, “On the Highest Waves in a Stationary Gaussian Process,” Atti Accad. Ligure Sci. Lett., Genoa, 38 , pp. 271–302.

Boccotti, P., 1989, “On Mechanics of Irregular Gravity Waves,” Atti Accad. Naz. Lincei, Mem., Cl. Sci. Fis., Mat. Nat., Sez. 1a, 19 , pp. 11–170.

Boccotti, P., Barbaro, G., and Mannino, L., 1993, “A Field Experiment on the Mechanics of Irregular Gravity Waves,” J. Fluid Mech., 252 , pp. 173–186.

Boccotti, P., 1997, “A General Theory of Three-Dimensional Wave Groups,” Ocean Eng.

[CrossRef], 24 , pp. 265–300.

Boccotti, P., 2000, "*Wave Mechanics for Ocean Engineering*", Elsevier Science, Oxford, p. 495.

White, B. S., and Fornberg, B., 1998, “On the Chance of Freak Waves at Sea,” J. Fluid Mech.

[CrossRef], 355 , pp. 113–138.

Janssen, P. A. E. M., 2003, “Nonlinear Four-Wave Interactions and Freak Waves,” J. Phys. Oceanogr.

[CrossRef], 33 (4), pp. 863–884.

Longuet-Higgins, M. S., 1976, “On the Nonlinear Transfer of Energy in the Peak of a Gravity-Wave Spectrum: A Simplified Model,” Trans. R. Soc. London Ser. A, 347 , pp. 311–328.

Phillips, O. M., 1960, “On the Dynamics of Unsteady Gravity Waves of Finite Amplitude. I. The Elementary Interactions,” J. Fluid Mech., 9 , pp. 193–217.

Phillips, O. M., 1961, “On the Dynamics of Unsteady Gravity Waves of Finite Amplitude. II. Local Properties of a Random Wave Field,” J. Fluid Mech., 11 , pp. 143–155.

Longuet-Higgins, M. S., and Phillips, O. M., 1962, “Phase Velocity Effects in Tertiary Wave Interactions,” J. Fluid Mech., 12 , pp. 333–336.

Benney, D. J., 1962, “Non-Linear Gravity Wave Interactions,” J. Fluid Mech., 14 , pp. 577–584.

Zakharov, V., 1999, “Statistical Theory of Gravity and Capillary Waves on the Surface of a Finite-Depth Fluid: Three-Dimensional Aspects of Air-Sea Interaction,” Eur. J. Mech. B/Fluids

[CrossRef], 18 (3), pp. 327–344.

Krasitskii, V. P., 1994, “On Reduced Equations in the Hamiltonian Theory of Weakly Nonlinear Surface Waves,” J. Fluid Mech., 272 , pp. 1–20.

Dysthe, K. B., Trulsen, K., Krogstad, H. E., and Socquet-Juglard, H., 2003, “Evolution of a Narrow Band Spectrum of Random Surface Gravity Waves,” J. Fluid Mech.

[CrossRef], 478 , pp. 1–10.

Trulsen, K., Kliakhandler, I., Dysthe, K. B., and Velarde, M. G., 2000, “On Weakly Nonlinear Modulation of Waves on Deep Water,” Phys. Fluids

[CrossRef], 12 , pp. 2432–2437.

Osborne, A. R., Onorato, M., and Serio, M., 2000, “The Nonlinear Dynamics of Rogue Waves and Holes in Deep-Water Gravity Wave Trains,” Phys. Lett. A

[CrossRef], 275 , pp. 386–393.

Andonowati, A., and van Groesen, E., “Maximal Temporal Amplitude (MTA) as a New Concept for Deterministic Wave Generation,” Rogue Waves 2004, SeaTechWeek, Le Quartz, Brest, France.

Fedele, F., and Arena, F., 2003, “On the Statistics of High Non-Linear Random Waves,” "*Proc. of 13th Int. Offshore and Polar Eng. Conference*", Honolulu, Hawaii, USA, 25–30 May 2003, Paper No. III-17-22.

Fedele, F., and Arena, F., 2005, “Weakly Nonlinear Statistics of High Non-Linear Random Waves,” Phys. Fluids

[CrossRef], 17 (1), pp. 026601.

Karatzas, G. P., and Pinder, G. F., 1996, “A Cutting Plane Optimization Technique to Solve the Groundwater Quality Management Problems With Non-Convex Feasible Region,” Water Resour. Res.

[CrossRef], 32 (5), pp. 1091–1100.

Lindgren, G., 1970, “Some Properties of a Normal Process Near a Local Maximum,” Ann. Math. Stat., 4 (6), pp. 1870–1883.

Lindgren, G., 1972, “Local Maxima of Gaussian Fields,” Ark. Mat., 10 , pp. 195–218.

Phillips, O. M., Gu, D., and Donelan, M., 1993, “On the Expected Structure of Extreme Waves in a Gaussian Sea, I. Theory and SWADE Buoy Measurements,” J. Phys. Oceanogr.

[CrossRef], 23 , pp. 992–1000.

Phillips, O. M., Gu, D., and Walsh, E. J., 1993, “On the Expected Structure of Extreme Waves in a Gaussian Sea, II. SWADE Scanning Radar Altimeter Measurements,” J. Phys. Oceanogr.

[CrossRef], 23 , pp. 2297–2309.

Tromans, P. S., Anaturk, A. R., and Hagemeijer, P., 1991, “A New Model for the Kinematics of Large Ocean Waves: Application as a Design Wave,” Shell International Research, Publ. No. 1042.

Longuet-Higgins, M. S., 1952, “On the Statistical Distribution of the Heights of Sea Waves,” J. Mar. Res., 11 , pp. 245–266.

Tayfun, M. A., 1980, “Narrow-Band Nonlinear Sea Waves,” J. Geophys. Res., 85 , pp. 1548–1552.

Arena, P., and Fedele, F., 2002, “A Family of Narrow-Band Non-Linear Stochastic Processes for the Mechanics of Sea Waves,” Eur. J. Mech. B/Fluids, 21 (1), pp. 125–137.

Benjamin, T. B., and Feir, J. E., 1967, “The Disintegration of Wave Trains on Deep Water. Part 1. Theory,” J. Fluid Mech., 27 , pp. 417–430.

Onorato, M., Osborne, A. R., Serio, M., and Bertone, S., 2001, “Freak Waves in Random Oceanic Sea States,” Phys. Rev. Lett.

[CrossRef], 86 (25), pp. 5831–5834.

Hasselmann, K., Barnett, T. P., Bouws, E., , 1973, “Measurements of Wind Wave Growth and Swell Decay During the Joint North Sea Wave Project (JONSWAP),” Dtsch. Hydrogr. Z., A8 , pp. 1–95.

Onorato, M., Osborne, A. R., Serio, M., and Fedele, R., 2003, “Landau Damping and Coherent Structures in Narrow-Banded 1+1 Deep Water Gravity Waves,” Phys. Rev. E

[CrossRef], 67 , pp. 046305.