Nonlinear Sciences Dec 2006

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more</a> | <a href=/list/nlin/2006-12?skip=0&show=2000 rel="nofollow"> all</a> </div> <dl id='articles'> <dt> <a name='item1'>[1]</a> <a href ="/abs/nlin/0612001" title="Abstract" id="nlin/0612001"> arXiv:nlin/0612001 </a> [<a href="/pdf/nlin/0612001" title="Download PDF" id="pdf-nlin/0612001" aria-labelledby="pdf-nlin/0612001">pdf</a>, <a href="/format/nlin/0612001" title="Other formats" id="oth-nlin/0612001" aria-labelledby="oth-nlin/0612001">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Clustering of matter in waves and currents </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Vucelja,+M">M. Vucelja</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Falkovich,+G">G. Falkovich</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Fouxon,+I">I. Fouxon</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 4 pages, 1 figure </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Phys. Rev. E, 75, 065301(R), (2007) </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span>; Statistical Mechanics (cond-mat.stat-mech); Fluid Dynamics (physics.flu-dyn); Geophysics (physics.geo-ph) </div> </div> </dd> <dt> <a name='item2'>[2]</a> <a href ="/abs/nlin/0612002" title="Abstract" id="nlin/0612002"> arXiv:nlin/0612002 </a> [<a href="/pdf/nlin/0612002" title="Download PDF" id="pdf-nlin/0612002" aria-labelledby="pdf-nlin/0612002">pdf</a>, <a href="/format/nlin/0612002" title="Other formats" id="oth-nlin/0612002" aria-labelledby="oth-nlin/0612002">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Bi-Hamiltonian Aspects of a Matrix Harry Dym Hierarchy </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Fontanelli,+L">Laura Fontanelli</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Lorenzoni,+P">Paolo Lorenzoni</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Pedroni,+M">Marco Pedroni</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Zubelli,+J+P">Jorge P. Zubelli</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> Revised version, 22 pages; a section on reciprocal transformations added. To appear in J. Math. Phys. </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Exactly Solvable and Integrable Systems (nlin.SI)</span> </div> </div> </dd> <dt> <a name='item3'>[3]</a> <a href ="/abs/nlin/0612003" title="Abstract" id="nlin/0612003"> arXiv:nlin/0612003 </a> [<a href="/pdf/nlin/0612003" title="Download PDF" id="pdf-nlin/0612003" aria-labelledby="pdf-nlin/0612003">pdf</a>, <a href="/format/nlin/0612003" title="Other formats" id="oth-nlin/0612003" aria-labelledby="oth-nlin/0612003">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> R-Matrix and Baxter Q-Operators for the Noncompact SL(N,C) Invariant Spin Chain </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Derkachov,+S+E">Sergey E. Derkachov</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Manashov,+A+N">Alexander N. Manashov</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> This is a contribution to the Vadim Kuznetsov Memorial Issue on Integrable Systems and Related Topics, published in SIGMA (Symmetry, Integrability and Geometry: Methods and Applications) at <a href="http://www.emis.de/journals/SIGMA/" rel="external noopener nofollow" class="link-external link-http">this http URL</a> </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> SIGMA 2:084,2006 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Exactly Solvable and Integrable Systems (nlin.SI)</span>; High Energy Physics - Theory (hep-th); Mathematical Physics (math-ph); Quantum Algebra (math.QA) </div> </div> </dd> <dt> <a name='item4'>[4]</a> <a href ="/abs/nlin/0612004" title="Abstract" id="nlin/0612004"> arXiv:nlin/0612004 </a> [<a href="/pdf/nlin/0612004" title="Download PDF" id="pdf-nlin/0612004" aria-labelledby="pdf-nlin/0612004">pdf</a>, <a href="/format/nlin/0612004" title="Other formats" id="oth-nlin/0612004" aria-labelledby="oth-nlin/0612004">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Emergence of Chaotic Itinerancy in Simple Ecological Systems </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Kim,+P">Pan-Jun Kim</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Ko,+T">Tae-Wook Ko</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Jeong,+H">Hawoong Jeong</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Lee,+K+J">Kyoung J. Lee</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Han,+S+K">Seung Kee Han</a></div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Phys. Rev. E 76 065201(R) (2007) </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span>; Adaptation and Self-Organizing Systems (nlin.AO); Populations and Evolution (q-bio.PE) </div> </div> </dd> <dt> <a name='item5'>[5]</a> <a href ="/abs/nlin/0612005" title="Abstract" id="nlin/0612005"> arXiv:nlin/0612005 </a> [<a href="/pdf/nlin/0612005" title="Download PDF" id="pdf-nlin/0612005" aria-labelledby="pdf-nlin/0612005">pdf</a>, <a href="/format/nlin/0612005" title="Other formats" id="oth-nlin/0612005" aria-labelledby="oth-nlin/0612005">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Physical dynamics of quasi-particles in nonlinear wave equations </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Christov,+I">Ivan Christov</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Christov,+C+I">C. I. Christov</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 10 pages, 3 figures (6 images); v2: revised and improved the presentation, updated the references, fixed typos; v3: corrected a few minor mistakes and typos, version accepted for publication in Phys. Lett. A </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Physics Letters A 372 (6), 2008, pp. 841-848 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Pattern Formation and Solitons (nlin.PS)</span> </div> </div> </dd> <dt> <a name='item6'>[6]</a> <a href ="/abs/nlin/0612006" title="Abstract" id="nlin/0612006"> arXiv:nlin/0612006 </a> [<a href="/pdf/nlin/0612006" title="Download PDF" id="pdf-nlin/0612006" aria-labelledby="pdf-nlin/0612006">pdf</a>, <a href="/format/nlin/0612006" title="Other formats" id="oth-nlin/0612006" aria-labelledby="oth-nlin/0612006">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> On some properties of nearly conservative dynamics of Ikeda map and its relation with the conservative case </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Kuznetsov,+A+P">A. P. Kuznetsov</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Savin,+A+V">A. V. Savin</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Savin,+D+V">D. V. Savin</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 13 pages, 10 figures </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Physica A 387 (2008) 1464-1474 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span> </div> </div> </dd> <dt> <a name='item7'>[7]</a> <a href ="/abs/nlin/0612007" title="Abstract" id="nlin/0612007"> arXiv:nlin/0612007 </a> [<a href="/pdf/nlin/0612007" title="Download PDF" id="pdf-nlin/0612007" aria-labelledby="pdf-nlin/0612007">pdf</a>, <a href="/format/nlin/0612007" title="Other formats" id="oth-nlin/0612007" aria-labelledby="oth-nlin/0612007">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Conjugation of cascades </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Martin,+J+S">Jesus San Martin</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Rodriguez-Perez,+D">Daniel Rodriguez-Perez</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 4 figures </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span> </div> </div> </dd> <dt> <a name='item8'>[8]</a> <a href ="/abs/nlin/0612008" title="Abstract" id="nlin/0612008"> arXiv:nlin/0612008 </a> [<a href="/pdf/nlin/0612008" title="Download PDF" id="pdf-nlin/0612008" aria-labelledby="pdf-nlin/0612008">pdf</a>, <a href="/format/nlin/0612008" title="Other formats" id="oth-nlin/0612008" aria-labelledby="oth-nlin/0612008">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Colliding Particles in Highly Turbulent Flows </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Mehlig,+B">Bernhard Mehlig</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Uski,+V">Ville Uski</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Wilkinson,+M">Michael Wilkinson</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 5 pages, no figures, v2 contains additional results </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Phys. Fluids 19, 098107 (2007) </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span> </div> </div> </dd> <dt> <a name='item9'>[9]</a> <a href ="/abs/nlin/0612009" title="Abstract" id="nlin/0612009"> arXiv:nlin/0612009 </a> [<a href="/pdf/nlin/0612009" title="Download PDF" id="pdf-nlin/0612009" aria-labelledby="pdf-nlin/0612009">pdf</a>, <a href="/format/nlin/0612009" title="Other formats" id="oth-nlin/0612009" aria-labelledby="oth-nlin/0612009">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> The macro-behavior of agents' opinion under the influence of an external field </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Chang,+Y">YunFeng Chang</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Guo,+L">Long Guo</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Cai,+X">Xu Cai</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 8 pages, 3 figures </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Pattern Formation and Solitons (nlin.PS)</span> </div> </div> </dd> <dt> <a name='item10'>[10]</a> <a href ="/abs/nlin/0612010" title="Abstract" id="nlin/0612010"> arXiv:nlin/0612010 </a> [<a href="/pdf/nlin/0612010" title="Download PDF" id="pdf-nlin/0612010" aria-labelledby="pdf-nlin/0612010">pdf</a>, <a href="/format/nlin/0612010" title="Other formats" id="oth-nlin/0612010" aria-labelledby="oth-nlin/0612010">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Random global coupling induces synchronization and nontrivial collective behavior in networks of chaotic maps </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Alvarez-Llamoza,+O">O. Alvarez-Llamoza</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Tucci,+K">K. Tucci</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Cosenza,+M+G">M. G. Cosenza</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Pineda,+M">M. Pineda</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 2 pages, 2 figs, accepted in The European Physical Journal </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span> </div> </div> </dd> <dt> <a name='item11'>[11]</a> <a href ="/abs/nlin/0612011" title="Abstract" id="nlin/0612011"> arXiv:nlin/0612011 </a> [<a href="/pdf/nlin/0612011" title="Download PDF" id="pdf-nlin/0612011" aria-labelledby="pdf-nlin/0612011">pdf</a>, <a href="/format/nlin/0612011" title="Other formats" id="oth-nlin/0612011" aria-labelledby="oth-nlin/0612011">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Expanded boundary integral method and chaotic time-reversal doublets in quantum billiards </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Veble,+G">Gregor Veble</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Prosen,+T">Tomaz Prosen</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Robnik,+M">Marko Robnik</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 18 pages, 8 figures, with 3 additional GIF animations available at <a href="http://chaos.fiz.uni-lj.si/~veble/boundary/" rel="external noopener nofollow" class="link-external link-http">this http URL</a> </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span> </div> </div> </dd> <dt> <a name='item12'>[12]</a> <a href ="/abs/nlin/0612012" title="Abstract" id="nlin/0612012"> arXiv:nlin/0612012 </a> [<a href="/pdf/nlin/0612012" title="Download PDF" id="pdf-nlin/0612012" aria-labelledby="pdf-nlin/0612012">pdf</a>, <a href="/format/nlin/0612012" title="Other formats" id="oth-nlin/0612012" aria-labelledby="oth-nlin/0612012">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Exact Moving and Stationary Solutions of a Generalized Discrete Nonlinear Schrodinger Equation </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Khare,+A">Avinash Khare</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Dmitriev,+S+V">Sergey V. Dmitriev</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Saxena,+A">Avadh Saxena</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 22 pages, 7 figures, to appear in J. Phys. A </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Pattern Formation and Solitons (nlin.PS)</span> </div> </div> </dd> <dt> <a name='item13'>[13]</a> <a href ="/abs/nlin/0612013" title="Abstract" id="nlin/0612013"> arXiv:nlin/0612013 </a> [<a href="/pdf/nlin/0612013" title="Download PDF" id="pdf-nlin/0612013" aria-labelledby="pdf-nlin/0612013">pdf</a>, <a href="/format/nlin/0612013" title="Other formats" id="oth-nlin/0612013" aria-labelledby="oth-nlin/0612013">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> State Differentiation by Transient Truncation in Coupled Threshold Dynamics </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Watanabe,+Y">Yoshinori Watanabe</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=kaneko,+K">Kunihiko kaneko</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 8 pages. Phys. Rev. E. in press </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Adaptation and Self-Organizing Systems (nlin.AO)</span> </div> </div> </dd> <dt> <a name='item14'>[14]</a> <a href ="/abs/nlin/0612014" title="Abstract" id="nlin/0612014"> arXiv:nlin/0612014 </a> [<a href="/pdf/nlin/0612014" title="Download PDF" id="pdf-nlin/0612014" aria-labelledby="pdf-nlin/0612014">pdf</a>, <a href="/format/nlin/0612014" title="Other formats" id="oth-nlin/0612014" aria-labelledby="oth-nlin/0612014">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Multi-scale model of gradient evolution in turbulent flows </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Biferale,+L">Luca Biferale</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Chevillard,+L">Laurent Chevillard</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Meneveau,+C">Charles Meneveau</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Toschi,+F">Federico Toschi</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 4 pages, 4 figures </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Phys. Rev. Lett. 98, 214501 (2007) </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span> </div> </div> </dd> <dt> <a name='item15'>[15]</a> <a href ="/abs/nlin/0612015" title="Abstract" id="nlin/0612015"> arXiv:nlin/0612015 </a> [<a href="/pdf/nlin/0612015" title="Download PDF" id="pdf-nlin/0612015" aria-labelledby="pdf-nlin/0612015">pdf</a>, <a href="/format/nlin/0612015" title="Other formats" id="oth-nlin/0612015" aria-labelledby="oth-nlin/0612015">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Features of pulsed synchronization of a systems with a tree-dimensional phase space </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Kuznetsov,+A+P">A. P. Kuznetsov</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Stankevich,+N+V">N. V. Stankevich</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Turukina,+L+V">L. V. Turukina</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 16 pages, 11 figures </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span> </div> </div> </dd> <dt> <a name='item16'>[16]</a> <a href ="/abs/nlin/0612016" title="Abstract" id="nlin/0612016"> arXiv:nlin/0612016 </a> [<a href="/pdf/nlin/0612016" title="Download PDF" id="pdf-nlin/0612016" aria-labelledby="pdf-nlin/0612016">pdf</a>, <a href="/format/nlin/0612016" title="Other formats" id="oth-nlin/0612016" aria-labelledby="oth-nlin/0612016">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Supplement to the article "Approximating multi-dimensional Hamiltonian flows by billiards": Proof of C$^{0}$ and C$^{r}$ - closeness Theorems </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Rapoport,+A">A. Rapoport</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Rom-Kedar,+V">V. Rom-Kedar</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Turaev,+D">D. Turaev</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 6 pages, 1 figure </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> supplement to: Comm. Math. Phys., 272(3), 567-600, 2007 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span> </div> </div> </dd> <dt> <a name='item17'>[17]</a> <a href ="/abs/nlin/0612017" title="Abstract" id="nlin/0612017"> arXiv:nlin/0612017 </a> [<a href="/pdf/nlin/0612017" title="Download PDF" id="pdf-nlin/0612017" aria-labelledby="pdf-nlin/0612017">pdf</a>, <a href="/format/nlin/0612017" title="Other formats" id="oth-nlin/0612017" aria-labelledby="oth-nlin/0612017">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Discrete breathers in a two-dimensional hexagonal Fermi-Pasta-Ulam lattice </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Butt,+I+A">Imran A Butt</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Wattis,+J+A+D">Jonathan A D Wattis</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 29 pages, 14 Figures </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Pattern Formation and Solitons (nlin.PS)</span> </div> </div> </dd> <dt> <a name='item18'>[18]</a> <a href ="/abs/nlin/0612018" title="Abstract" id="nlin/0612018"> arXiv:nlin/0612018 </a> [<a href="/pdf/nlin/0612018" title="Download PDF" id="pdf-nlin/0612018" aria-labelledby="pdf-nlin/0612018">pdf</a>, <a href="/format/nlin/0612018" title="Other formats" id="oth-nlin/0612018" aria-labelledby="oth-nlin/0612018">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Bottleneck crossover between classical and quantum superfluid turbulence </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=L'vov,+V+S">Victor S. L'vov</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Nazarenko,+S+V">Sergei V. Nazarenko</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Rudenko,+O">Oleksii Rudenko</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 9 pages, 2 figure, 2 appendixes. Extended in accordance with referees comments and other scientific discussions. Moved from PRL to PRB </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Physical Review B 76, 024520 (2007) </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span>; Exactly Solvable and Integrable Systems (nlin.SI); Fluid Dynamics (physics.flu-dyn) </div> </div> </dd> <dt> <a name='item19'>[19]</a> <a href ="/abs/nlin/0612019" title="Abstract" id="nlin/0612019"> arXiv:nlin/0612019 </a> [<a href="/pdf/nlin/0612019" title="Download PDF" id="pdf-nlin/0612019" aria-labelledby="pdf-nlin/0612019">pdf</a>, <a href="/format/nlin/0612019" title="Other formats" id="oth-nlin/0612019" aria-labelledby="oth-nlin/0612019">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Solvable Nonlinear Evolution PDEs in Multidimensional Space </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Calogero,+F">Francesco Calogero</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Sommacal,+M">Matteo Sommacal</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> This is a contribution to the Vadim Kuznetsov Memorial Issue on Integrable Systems and Related Topics, published in SIGMA (Symmetry, Integrability and Geometry: Methods and Applications) at <a href="http://www.emis.de/journals/SIGMA/" rel="external noopener nofollow" class="link-external link-http">this http URL</a> </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> SIGMA 2 (2006), 088, 17 pages </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Exactly Solvable and Integrable Systems (nlin.SI)</span>; High Energy Physics - Theory (hep-th); Mathematical Physics (math-ph) </div> </div> </dd> <dt> <a name='item20'>[20]</a> <a href ="/abs/nlin/0612020" title="Abstract" id="nlin/0612020"> arXiv:nlin/0612020 </a> [<a href="/pdf/nlin/0612020" title="Download PDF" id="pdf-nlin/0612020" aria-labelledby="pdf-nlin/0612020">pdf</a>, <a href="/format/nlin/0612020" title="Other formats" id="oth-nlin/0612020" aria-labelledby="oth-nlin/0612020">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> A study on bifurcation diagrams in relation to synchronisation in chaotic systems </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Chakraborty,+S">Sagar Chakraborty</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Dutta,+D">Debabrata Dutta</a></div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span> </div> </div> </dd> <dt> <a name='item21'>[21]</a> <a href ="/abs/nlin/0612021" title="Abstract" id="nlin/0612021"> arXiv:nlin/0612021 </a> [<a href="/pdf/nlin/0612021" title="Download PDF" id="pdf-nlin/0612021" aria-labelledby="pdf-nlin/0612021">pdf</a>, <a href="/format/nlin/0612021" title="Other formats" id="oth-nlin/0612021" aria-labelledby="oth-nlin/0612021">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> First Experimental Observation of Superscars in a Pseudointegrable Barrier Billiard </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Bogomolny,+E">E. Bogomolny</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Dietz,+B">B. Dietz</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Friedrich,+T">T. Friedrich</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Miski-Oglu,+M">M. Miski-Oglu</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Richter,+A">A. Richter</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Schaefer,+F">F. Schaefer</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Schmit,+C">C. Schmit</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 4 pages, 5 .eps figures </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Phys.Rev.Lett.97:254102,2006 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span>; Statistical Mechanics (cond-mat.stat-mech); Optics (physics.optics) </div> </div> </dd> <dt> <a name='item22'>[22]</a> <a href ="/abs/nlin/0612022" title="Abstract" id="nlin/0612022"> arXiv:nlin/0612022 </a> [<a href="/pdf/nlin/0612022" title="Download PDF" id="pdf-nlin/0612022" aria-labelledby="pdf-nlin/0612022">pdf</a>, <a href="/format/nlin/0612022" title="Other formats" id="oth-nlin/0612022" aria-labelledby="oth-nlin/0612022">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Differential Geometry of Hydrodynamic Vlasov Equations </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Gibbons,+J">John Gibbons</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Raimondo,+A">Andrea Raimondo</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 24 pages </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Exactly Solvable and Integrable Systems (nlin.SI)</span> </div> </div> </dd> <dt> <a name='item23'>[23]</a> <a href ="/abs/nlin/0612023" title="Abstract" id="nlin/0612023"> arXiv:nlin/0612023 </a> [<a href="/pdf/nlin/0612023" title="Download PDF" id="pdf-nlin/0612023" aria-labelledby="pdf-nlin/0612023">pdf</a>, <a href="/format/nlin/0612023" title="Other formats" id="oth-nlin/0612023" aria-labelledby="oth-nlin/0612023">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> High Lewis number combustion wavefronts: a perturbative Melnikov analysis </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Balasuriya,+S">S. Balasuriya</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Gottwald,+G">G.A. Gottwald</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Hornibrook,+J">J. Hornibrook</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Lafortune,+S">S. Lafortune</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> accepted for publication by SIAM Journal on Applied Mathematics </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Pattern Formation and Solitons (nlin.PS)</span> </div> </div> </dd> <dt> <a name='item24'>[24]</a> <a href ="/abs/nlin/0612024" title="Abstract" id="nlin/0612024"> arXiv:nlin/0612024 </a> [<a href="/pdf/nlin/0612024" title="Download PDF" id="pdf-nlin/0612024" aria-labelledby="pdf-nlin/0612024">pdf</a>, <a href="/format/nlin/0612024" title="Other formats" id="oth-nlin/0612024" aria-labelledby="oth-nlin/0612024">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Life cycle of a minimal protocell - a dissipative particle dynamics (DPD) study </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Fellermann,+H">Harold Fellermann</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Rasmussen,+S">Steen Rasmussen</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Ziock,+H">Hans-Joachim Ziock</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Sole,+R+V">Ricard V. Sole</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 16 pages, 12 figures, submitted to Journal of Artificial Life </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Adaptation and Self-Organizing Systems (nlin.AO)</span> </div> </div> </dd> <dt> <a name='item25'>[25]</a> <a href ="/abs/nlin/0612025" title="Abstract" id="nlin/0612025"> arXiv:nlin/0612025 </a> [<a href="/pdf/nlin/0612025" title="Download PDF" id="pdf-nlin/0612025" aria-labelledby="pdf-nlin/0612025">pdf</a>, <a href="/format/nlin/0612025" title="Other formats" id="oth-nlin/0612025" aria-labelledby="oth-nlin/0612025">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> A family of the Poisson brackets compatible with the Sklyanin bracket </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Tsiganov,+A+V">A. V. Tsiganov</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 16 pages, LaTeX with Amsfonts; corrected typos </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Exactly Solvable and Integrable Systems (nlin.SI)</span> </div> </div> </dd> <dt> <a name='item26'>[26]</a> <a href ="/abs/nlin/0612026" title="Abstract" id="nlin/0612026"> arXiv:nlin/0612026 </a> [<a href="/pdf/nlin/0612026" title="Download PDF" id="pdf-nlin/0612026" aria-labelledby="pdf-nlin/0612026">pdf</a>, <a href="/format/nlin/0612026" title="Other formats" id="oth-nlin/0612026" aria-labelledby="oth-nlin/0612026">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Linear response, susceptibility and resonances in chaotic toy models </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Cessac,+B">Bruno Cessac</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Sepulchre,+J">Jacques-Alexandre Sepulchre</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 36 pages, 11 Figures, to appear in Physica D </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Physica D, Volume 225, Issue 1, Pages 13-28, (2007) </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span>; Statistical Mechanics (cond-mat.stat-mech); Dynamical Systems (math.DS) </div> </div> </dd> <dt> <a name='item27'>[27]</a> <a href ="/abs/nlin/0612027" title="Abstract" id="nlin/0612027"> arXiv:nlin/0612027 </a> [<a href="/pdf/nlin/0612027" title="Download PDF" id="pdf-nlin/0612027" aria-labelledby="pdf-nlin/0612027">pdf</a>, <a href="/format/nlin/0612027" title="Other formats" id="oth-nlin/0612027" aria-labelledby="oth-nlin/0612027">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> The method of solving of nonlinear Schr枚dinger equation </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Levko,+D">Dmitry Levko</a> (Institute of Physics National Ukrainian Academy of Sciences)</div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 2 pages </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Exactly Solvable and Integrable Systems (nlin.SI)</span> </div> </div> </dd> <dt> <a name='item28'>[28]</a> <a href ="/abs/nlin/0612028" title="Abstract" id="nlin/0612028"> arXiv:nlin/0612028 </a> [<a href="/pdf/nlin/0612028" title="Download PDF" id="pdf-nlin/0612028" aria-labelledby="pdf-nlin/0612028">pdf</a>, <a href="/format/nlin/0612028" title="Other formats" id="oth-nlin/0612028" aria-labelledby="oth-nlin/0612028">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Nonlinear Supression of Tunneling and Strong Localization in Bose-Einstein Condensates with Spatially Inhomogeneous Interactions </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Perez-Garcia,+V+M">Victor M. Perez-Garcia</a></div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Pattern Formation and Solitons (nlin.PS)</span> </div> </div> </dd> <dt> <a name='item29'>[29]</a> <a href ="/abs/nlin/0612029" title="Abstract" id="nlin/0612029"> arXiv:nlin/0612029 </a> [<a href="/pdf/nlin/0612029" title="Download PDF" id="pdf-nlin/0612029" aria-labelledby="pdf-nlin/0612029">pdf</a>, <a href="/format/nlin/0612029" title="Other formats" id="oth-nlin/0612029" aria-labelledby="oth-nlin/0612029">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> A Kinetic Theory of Coupled Oscillators </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Hildebrand,+E+J">Eric J. Hildebrand</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Buice,+M+A">Michael A. Buice</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Chow,+C+C">Carson C. Chow</a></div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span>; Cellular Automata and Lattice Gases (nlin.CG); Biological Physics (physics.bio-ph) </div> </div> </dd> <dt> <a name='item30'>[30]</a> <a href ="/abs/nlin/0612030" title="Abstract" id="nlin/0612030"> arXiv:nlin/0612030 </a> [<a href="/pdf/nlin/0612030" title="Download PDF" id="pdf-nlin/0612030" aria-labelledby="pdf-nlin/0612030">pdf</a>, <a href="/format/nlin/0612030" title="Other formats" id="oth-nlin/0612030" aria-labelledby="oth-nlin/0612030">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Intracultural diversity in a model of social dynamics </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Parravano,+A">A. Parravano</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Rivera-Ramirez,+H">H. Rivera-Ramirez</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Cosenza,+M+G">M. G. Cosenza</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 7 pages, 2 tables, 6 figures </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Adaptation and Self-Organizing Systems (nlin.AO)</span>; Statistical Mechanics (cond-mat.stat-mech); Physics and Society (physics.soc-ph) </div> </div> </dd> <dt> <a name='item31'>[31]</a> <a href ="/abs/nlin/0612031" title="Abstract" id="nlin/0612031"> arXiv:nlin/0612031 </a> [<a href="/pdf/nlin/0612031" title="Download PDF" id="pdf-nlin/0612031" aria-labelledby="pdf-nlin/0612031">pdf</a>, <a href="/format/nlin/0612031" title="Other formats" id="oth-nlin/0612031" aria-labelledby="oth-nlin/0612031">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Bright N-solitons for the intermediate nonlinear Schr枚dinger equation </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Tutiya,+Y">Yohei Tutiya</a></div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Exactly Solvable and Integrable Systems (nlin.SI)</span> </div> </div> </dd> <dt> <a name='item32'>[32]</a> <a href ="/abs/nlin/0612032" title="Abstract" id="nlin/0612032"> arXiv:nlin/0612032 </a> [<a href="/pdf/nlin/0612032" title="Download PDF" id="pdf-nlin/0612032" aria-labelledby="pdf-nlin/0612032">pdf</a>, <a href="/format/nlin/0612032" title="Other formats" id="oth-nlin/0612032" aria-labelledby="oth-nlin/0612032">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> A new measure of phase synchronization for a pair of time series and seizure focus localization </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Majumdar,+K">Kaushik Majumdar</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 22 pages, 3 figures. A much more elaborate version with application </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span> </div> </div> </dd> <dt> <a name='item33'>[33]</a> <a href ="/abs/nlin/0612033" title="Abstract" id="nlin/0612033"> arXiv:nlin/0612033 </a> [<a href="/pdf/nlin/0612033" title="Download PDF" id="pdf-nlin/0612033" aria-labelledby="pdf-nlin/0612033">pdf</a>, <a href="/format/nlin/0612033" title="Other formats" id="oth-nlin/0612033" aria-labelledby="oth-nlin/0612033">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Statistical Properties of Nonlinear Shell Models of Turbulence from Linear Advection Models: Rigorous Results </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Benzi,+R">Roberto Benzi</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Levant,+B">Boris Levant</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Procaccia,+I">Itamar Procaccia</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Titi,+E+S">Edriss S. Titi</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 7 pages, 4 figures, submitted to Nonlinearity </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span> </div> </div> </dd> <dt> <a name='item34'>[34]</a> <a href ="/abs/nlin/0612034" title="Abstract" id="nlin/0612034"> arXiv:nlin/0612034 </a> [<a href="/pdf/nlin/0612034" title="Download PDF" id="pdf-nlin/0612034" aria-labelledby="pdf-nlin/0612034">pdf</a>, <a href="/format/nlin/0612034" title="Other formats" id="oth-nlin/0612034" aria-labelledby="oth-nlin/0612034">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> New approach to the treatment of separatrix chaos and its application to the global chaos onset between adjacent separatrices </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Soskin,+S">S.M. Soskin</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Mannella,+R">R. Mannella</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Yevtushenko,+O">O.M. Yevtushenko</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 29 pages, 16 figures (figs. are of reduced quality, original files are available on request from authors), paper has been significantly revised and resubmitted to PRE </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span>; Mesoscale and Nanoscale Physics (cond-mat.mes-hall); Classical Physics (physics.class-ph) </div> </div> </dd> <dt> <a name='item35'>[35]</a> <a href ="/abs/nlin/0612035" title="Abstract" id="nlin/0612035"> arXiv:nlin/0612035 </a> [<a href="/pdf/nlin/0612035" title="Download PDF" id="pdf-nlin/0612035" aria-labelledby="pdf-nlin/0612035">pdf</a>, <a href="/format/nlin/0612035" title="Other formats" id="oth-nlin/0612035" aria-labelledby="oth-nlin/0612035">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Energy and enstrophy fluxes in the double cascade of 2d turbulence </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Boffetta,+G">G. Boffetta</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 4 pages, 6 figures </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span>; Fluid Dynamics (physics.flu-dyn) </div> </div> </dd> <dt> <a name='item36'>[36]</a> <a href ="/abs/nlin/0612036" title="Abstract" id="nlin/0612036"> arXiv:nlin/0612036 </a> [<a href="/pdf/nlin/0612036" title="Download PDF" id="pdf-nlin/0612036" aria-labelledby="pdf-nlin/0612036">pdf</a>, <a href="/format/nlin/0612036" title="Other formats" id="oth-nlin/0612036" aria-labelledby="oth-nlin/0612036">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> The general solution of the matrix equation $w_t+\sum\limits_{k=1}^nw_{x_k}蟻^{(k)}(w)=蟻(w)+[w,T\tilde蟻(w)]$ </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Santini,+P+M">P. M. Santini</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Zenchuk,+A+I">A. I. Zenchuk</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 6 pages </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Exactly Solvable and Integrable Systems (nlin.SI)</span> </div> </div> </dd> <dt> <a name='item37'>[37]</a> <a href ="/abs/nlin/0612037" title="Abstract" id="nlin/0612037"> arXiv:nlin/0612037 </a> [<a href="/pdf/nlin/0612037" title="Download PDF" id="pdf-nlin/0612037" aria-labelledby="pdf-nlin/0612037">pdf</a>, <a href="/format/nlin/0612037" title="Other formats" id="oth-nlin/0612037" aria-labelledby="oth-nlin/0612037">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> A Discretization of the Nonholonomic Chaplygin Sphere Problem </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Fedorov,+Y">Yuri Fedorov</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> This is a contribution to the Vadim Kuznetsov Memorial Issue on Integrable Systems and Related Topics, published in SIGMA (Symmetry, Integrability and Geometry: Methods and Applications) at <a href="http://www.emis.de/journals/SIGMA/" rel="external noopener nofollow" class="link-external link-http">this http URL</a> </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> SIGMA 3 (2007), 044, 15 pages </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Exactly Solvable and Integrable Systems (nlin.SI)</span>; Mathematical Physics (math-ph); Dynamical Systems (math.DS) </div> </div> </dd> <dt> <a name='item38'>[38]</a> <a href ="/abs/nlin/0612038" title="Abstract" id="nlin/0612038"> arXiv:nlin/0612038 </a> [<a href="/pdf/nlin/0612038" title="Download PDF" id="pdf-nlin/0612038" aria-labelledby="pdf-nlin/0612038">pdf</a>, <a href="/format/nlin/0612038" title="Other formats" id="oth-nlin/0612038" aria-labelledby="oth-nlin/0612038">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Controlling pulse propagation in optical fibers through nonlinearity and dispersion management </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Atre,+R">Rajneesh Atre</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Panigrahi,+P+K">Prasanta K. Panigrahi</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 4 pages, 5 eps figures </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Exactly Solvable and Integrable Systems (nlin.SI)</span>; Optics (physics.optics) </div> </div> </dd> <dt> <a name='item39'>[39]</a> <a href ="/abs/nlin/0612039" title="Abstract" id="nlin/0612039"> arXiv:nlin/0612039 </a> [<a href="/pdf/nlin/0612039" title="Download PDF" id="pdf-nlin/0612039" aria-labelledby="pdf-nlin/0612039">pdf</a>, <a href="/format/nlin/0612039" title="Other formats" id="oth-nlin/0612039" aria-labelledby="oth-nlin/0612039">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Transport control in deterministic ratchet system </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Son,+W">Woo-Sik Son</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Ryu,+J">Jung-Wan Ryu</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Hwang,+D">Dong-Uk Hwang</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Lee,+S">Soo-Young Lee</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Park,+Y">Young-Jai Park</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Kim,+C">Chil-Min Kim</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 8 pages, 11 figures </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span> </div> </div> </dd> <dt> <a name='item40'>[40]</a> <a href ="/abs/nlin/0612040" title="Abstract" id="nlin/0612040"> arXiv:nlin/0612040 </a> [<a href="/pdf/nlin/0612040" title="Download PDF" id="pdf-nlin/0612040" aria-labelledby="pdf-nlin/0612040">pdf</a>, <a href="/format/nlin/0612040" title="Other formats" id="oth-nlin/0612040" aria-labelledby="oth-nlin/0612040">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Geometric characterization of nodal domains: the area-to-perimeter ratio </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Elon,+Y">Yehonatan Elon</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Gnutzmann,+S">Sven Gnutzmann</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Joas,+C">Christian Joas</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Smilansky,+U">Uzy Smilansky</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 22 pages, 11 figures </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span> </div> </div> </dd> <dt> <a name='item41'>[41]</a> <a href ="/abs/nlin/0612041" title="Abstract" id="nlin/0612041"> arXiv:nlin/0612041 </a> [<a href="/pdf/nlin/0612041" title="Download PDF" id="pdf-nlin/0612041" aria-labelledby="pdf-nlin/0612041">pdf</a>, <a href="/format/nlin/0612041" title="Other formats" id="oth-nlin/0612041" aria-labelledby="oth-nlin/0612041">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Application of Dressing Method for Long Wave-Short Wave Resonance Interaction Equation </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Yurova,+M">Maria Yurova</a> (Institute of Nuclear Physics, Moscow State University, Moscow, Russia)</div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 8 pages </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Exactly Solvable and Integrable Systems (nlin.SI)</span> </div> </div> </dd> <dt> <a name='item42'>[42]</a> <a href ="/abs/nlin/0612042" title="Abstract" id="nlin/0612042"> arXiv:nlin/0612042 </a> [<a href="/pdf/nlin/0612042" title="Download PDF" id="pdf-nlin/0612042" aria-labelledby="pdf-nlin/0612042">pdf</a>, <a href="/format/nlin/0612042" title="Other formats" id="oth-nlin/0612042" aria-labelledby="oth-nlin/0612042">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Eigenvalues of Killing Tensors and Separable Webs on Riemannian and Pseudo-Riemannian Manifolds </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Chanu,+C">Claudia Chanu</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Rastelli,+G">Giovanni Rastelli</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> This is a contribution to the Vadim Kuznetsov Memorial Issue on Integrable Systems and Related Topics, published in SIGMA (Symmetry, Integrability and Geometry: Methods and Applications) at <a href="http://www.emis.de/journals/SIGMA/" rel="external noopener nofollow" class="link-external link-http">this http URL</a> </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> SIGMA 3 (2007), 021, 21 pages </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Exactly Solvable and Integrable Systems (nlin.SI)</span>; Mathematical Physics (math-ph) </div> </div> </dd> <dt> <a name='item43'>[43]</a> <a href ="/abs/nlin/0612043" title="Abstract" id="nlin/0612043"> arXiv:nlin/0612043 </a> [<a href="/pdf/nlin/0612043" title="Download PDF" id="pdf-nlin/0612043" aria-labelledby="pdf-nlin/0612043">pdf</a>, <a href="/format/nlin/0612043" title="Other formats" id="oth-nlin/0612043" aria-labelledby="oth-nlin/0612043">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Predictability of El Ni帽o as a Nonlinear Stochastic Limit Cycle </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Panja,+D">Debabrata Panja</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Burgers,+G">Gerrit Burgers</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 29 pages, 13 figures, 1 table, submitted to Climate Dynamics </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span>; Atmospheric and Oceanic Physics (physics.ao-ph) </div> </div> </dd> <dt> <a name='item44'>[44]</a> <a href ="/abs/nlin/0612044" title="Abstract" id="nlin/0612044"> arXiv:nlin/0612044 </a> [<a href="/pdf/nlin/0612044" title="Download PDF" id="pdf-nlin/0612044" aria-labelledby="pdf-nlin/0612044">pdf</a>, <a href="/format/nlin/0612044" title="Other formats" id="oth-nlin/0612044" aria-labelledby="oth-nlin/0612044">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Study of transients in the propagation of nonlinear waves in some reaction diffusion systems </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Giuggioli,+L">L. Giuggioli</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Kalay,+Z">Z. Kalay</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Kenkre,+V">V.M. Kenkre</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 7 pages, 6 figures </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Pattern Formation and Solitons (nlin.PS)</span>; Exactly Solvable and Integrable Systems (nlin.SI) </div> </div> </dd> <dt> <a name='item45'>[45]</a> <a href ="/abs/nlin/0612045" title="Abstract" id="nlin/0612045"> arXiv:nlin/0612045 </a> [<a href="/pdf/nlin/0612045" title="Download PDF" id="pdf-nlin/0612045" aria-labelledby="pdf-nlin/0612045">pdf</a>, <a href="/format/nlin/0612045" title="Other formats" id="oth-nlin/0612045" aria-labelledby="oth-nlin/0612045">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Numerical simulations of flow reversal in Rayleigh--B茅nard convection </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Benzi,+R">Roberto Benzi</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Verzicco,+R">Roberto Verzicco</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 4 pages, 5 figures. submitted to PRL </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span> </div> </div> </dd> <dt> <a name='item46'>[46]</a> <a href ="/abs/nlin/0612046" title="Abstract" id="nlin/0612046"> arXiv:nlin/0612046 </a> [<a href="/pdf/nlin/0612046" title="Download PDF" id="pdf-nlin/0612046" aria-labelledby="pdf-nlin/0612046">pdf</a>, <a href="/format/nlin/0612046" title="Other formats" id="oth-nlin/0612046" aria-labelledby="oth-nlin/0612046">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> On the dressing method for Dunajski anti-self-duality equation </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Bogdanov,+L">L.V. Bogdanov</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Dryuma,+V">V.S. Dryuma</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Manakov,+S">S.V. Manakov</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 7 pages </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Exactly Solvable and Integrable Systems (nlin.SI)</span> </div> </div> </dd> <dt> <a name='item47'>[47]</a> <a href ="/abs/nlin/0612047" title="Abstract" id="nlin/0612047"> arXiv:nlin/0612047 </a> [<a href="/pdf/nlin/0612047" title="Download PDF" id="pdf-nlin/0612047" aria-labelledby="pdf-nlin/0612047">pdf</a>, <a href="/format/nlin/0612047" title="Other formats" id="oth-nlin/0612047" aria-labelledby="oth-nlin/0612047">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Boolean Delay Equations: A simple way of looking at complex systems </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Ghil,+M">Michael Ghil</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Zaliapin,+I">Ilya Zaliapin</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Coluzzi,+B">Barbara Coluzzi</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> Latex, 67 pages with 15 eps figures. Revised version, in particular the discussion on partial BDEs is updated and enlarged </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Physica D, 237, 2967-2986 (2008) </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Cellular Automata and Lattice Gases (nlin.CG)</span> </div> </div> </dd> <dt> <a name='item48'>[48]</a> <a href ="/abs/nlin/0612048" title="Abstract" id="nlin/0612048"> arXiv:nlin/0612048 </a> [<a href="/pdf/nlin/0612048" title="Download PDF" id="pdf-nlin/0612048" aria-labelledby="pdf-nlin/0612048">pdf</a>, <a href="/format/nlin/0612048" title="Other formats" id="oth-nlin/0612048" aria-labelledby="oth-nlin/0612048">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> New multidimensional partially integrable generalization of S-integrable N-wave equation </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=A.I.Zenchuk">A.I.Zenchuk</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 38 pages </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Exactly Solvable and Integrable Systems (nlin.SI)</span> </div> </div> </dd> <dt> <a name='item49'>[49]</a> <a href ="/abs/nlin/0612049" title="Abstract" id="nlin/0612049"> arXiv:nlin/0612049 </a> [<a href="/pdf/nlin/0612049" title="Download PDF" id="pdf-nlin/0612049" aria-labelledby="pdf-nlin/0612049">pdf</a>, <a href="/format/nlin/0612049" title="Other formats" id="oth-nlin/0612049" aria-labelledby="oth-nlin/0612049">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> Ring Intermittency in Coupled Chaotic Oscillators at the Boundary of Phase Synchronization </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Hramov,+A+E">Alexander E. Hramov</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Koronovskii,+A+A">Alexey A. Koronovskii</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Kurovskaya,+M+K">Maria K. Kurovskaya</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Boccaletti,+S">S. Boccaletti</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 4 pages, 4 figures </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> Phys. Rev. Lett. 97, 114101 (2006) </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span> </div> </div> </dd> <dt> <a name='item50'>[50]</a> <a href ="/abs/nlin/0612050" title="Abstract" id="nlin/0612050"> arXiv:nlin/0612050 </a> [<a href="/pdf/nlin/0612050" title="Download PDF" id="pdf-nlin/0612050" aria-labelledby="pdf-nlin/0612050">pdf</a>, <a href="/format/nlin/0612050" title="Other formats" id="oth-nlin/0612050" aria-labelledby="oth-nlin/0612050">other</a>] </dt> <dd> <div class='meta'> <div class='list-title mathjax'><span class='descriptor'>Title:</span> On-Off Intermittency in Time Series of Spontaneous Paroxysmal Activity in Rats with Genetic Absence Epilepsy </div> <div class='list-authors'><a href="https://arxiv.org/search/nlin?searchtype=author&query=Hramov,+A">A.E. Hramov</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Koronovskii,+A">A.A. Koronovskii</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Midzyanovskaya,+I">I.S. Midzyanovskaya</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=Sitnikova,+E">E. Sitnikova</a>, <a href="https://arxiv.org/search/nlin?searchtype=author&query=van+Rijn,+C">C.M. van Rijn</a></div> <div class='list-comments mathjax'><span class='descriptor'>Comments:</span> 11 pages, 6 figures </div> <div class='list-journal-ref'><span class='descriptor'>Journal-ref:</span> CHAOS 16 (2006) 043111 </div> <div class='list-subjects'><span class='descriptor'>Subjects:</span> <span class="primary-subject">Chaotic Dynamics (nlin.CD)</span>; Adaptation and Self-Organizing Systems (nlin.AO); Biological Physics (physics.bio-ph); Medical Physics (physics.med-ph) </div> </div> </dd> </dl> <div class='paging'>Total of 104 entries : <span>1-50</span> <a href=/list/nlin/2006-12?skip=50&show=50>51-100</a> <a href=/list/nlin/2006-12?skip=100&show=50>101-104</a> </div> <div class='morefewer'>Showing up to 50 entries per page: <a href=/list/nlin/2006-12?skip=0&show=25 rel="nofollow"> fewer</a> | <a href=/list/nlin/2006-12?skip=0&show=100 rel="nofollow"> more</a> | <a href=/list/nlin/2006-12?skip=0&show=2000 rel="nofollow"> all</a> </div> </div> </div> </div> </main> <footer style="clear: both;"> <div class="columns is-desktop" role="navigation" aria-label="Secondary" style="margin: -0.75em -0.75em 0.75em -0.75em">  <div class="column" style="padding: 0;"> <div class="columns"> <div class="column"> <ul style="list-style: none; 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Nonlinear Sciences Dec 2006