2004

  1. Momentum maps and measure valued solutions (peakons, laments, and sheets) of the Euler-Poincaré equations for the diffeomorphism group. Holm, DD and Marsden, JE, In The Breadth of Symplectic and Poisson Geometry. (Marsden, JE and Ratin, TS, eds) Birkhäuser Boston, to appear (2004)., (pdf)
  2. Soliton Dynamics in Computational Anatomy, Holm, DD, Rananather, JT, Younes, L and Trouvé, A, NEUROIMAGE 23, S170-178 (2004). (pdf)
  3. Rotating Concentric Circular Peakons, Holm, DD, Putkaradze, V, Stechman, SN, NONLINEARITY 17, 1-24 (2004).(pdf)
  4. Craik-Criminale solutions and elliptic instability in nonlinearreactive closure models for turbulence, Fabijonas, BR and Holm, DD,PHYS. FLUIDS 16 853-866 (2004).
  5. Multi-frequency Craik-Criminale solutions of the Navier-Stokes equations, Fabijonas, BR and Holm, DD, J. FLUID MECH. 506 207-215 (2004). (pdf)
  6. Euler-Poincaré formulation and elliptic instability for nthgradient fluids, Fabijonas, BR and Holm, DD, J. PHYS. A: MATH. GEN. 37 7609-7623 (2004).(pdf)
  7. The CO2 molecule as a quantum realization of the 1:1:2 resonant swing-spring with monodromy,, Cushman, RH, Dullin, HR, Giacobbe, A, Joyeux, M, Lynch, P, Sadovskií, DA and Zhilinskií, BI, PHYS. REV. LETT., 93 (2004) 024302-5. This four page paper received a two page review in Ian Stewart, NATURE 430 (2004) 731-732.(pdf)
  8. Traveling Wave Solutions for a Class of One-Dimensional Nonlinear Shallow Water Wave Models, Cao, C, Holm, DD and Titi, ES., J. of DYN. and DIFF. EQNS., 16 (2004) 167-178., (pdf)
  9. Nonlinear Regularization for Large-Eddy Simulation, Geurts, BJ and Holm, DD, In Direct and Large-Eddy Simulation V, Proceedings of DLES5, Münich, August 27-29, 2003, Edited by R. Friedrich, B. J. Geurts and O. Métais. Kluwer Academic Publishers, 2004, pp 5-14.
  10. On asymptotically equivalent shallow water wave equations, Dullin, HR, Gottwald, GA and Holm, DD, PHYSICAL REVIEW LETTERS; MAY 30 2003; v.90, no.21, p.214503 (pdf)


Last Updated: January 2005