@**article**{RISC2887,author = {E. Kartashova},

title = {{Fast Computation Algorithm for Discrete Resonances among Gravity Waves}},

language = {english},

abstract = {Traditionally resonant interactions among short waves, with large
real wave-numbers, were described statistically and only a small
domain in spectral space with integer wave-numbers, discrete
resonances, had to be studied separately in resonators. Numerical
simulations of the last few years showed unambiguously the existence
of some discrete effects in the short-waves part of the wave
spectrum. Newly presented model of laminated turbulence explains
theoretically appearance of these effects thus putting a novel
problem - construction of fast algorithms for computation of
solutions of resonance conditions with integer wave-numbers of order
$10^3$ and more. Example of such an algorithm for 4-waves
interactions of gravity waves is given. Its generalization on the
different types of waves is briefly discussed.},

journal = {JLTP (Journal of Low Temperature Physics)},

volume = {145},

number = {1},

pages = {287--295},

publisher = {Springer},

isbn_issn = {ISSN: 0022-2291 (print)},

year = {2006},

refereed = {yes},

length = {9},

url = {http://www.springerlink.com/content/212w68177r81745k/}

}