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Results: 7
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  • de Jager, E. M. (2011). On the origin of the Korteweg-de Vries equation. In R. Baierl (Ed.), A. Festkolloquium "Rudolf Gorenflo. Fluide aus fraktionaler Sicht". B. Hans Gebeleins Turbulenz aus stochastischer Sicht, Wellen von Korteweg und de Vries, zelluläre Diffusion u.a. (Vol. 19, pp. 171-195). Berliner Mathematische Gesellschaft. http://www.berlmathges.de/publikat.htm
  • Sparenberg, J. A., & de Jager, E. M. (2004). New approach to the suction force at the leading edge of a profile with zero thickness. Journal of Ship Research, 48(4), 305-310.
  • de Jager, E. M. (2004). De Korteweg-de Vries vergelijking in wezen en verschijning. ITW-Nieuws, 12(3), 19-25.
  • Sparenberg, J. A., & de Jager, E. M. (2000). Concentrated force acting in an inviscid and incompressible parallel flow. Mathematical Methods in the Applied Sciences, 23, 1637-1654.
  • Hazewinkel, M., Capel, H. W., & de Jager, E. M. (1995). KdV'95, Proceedings of the International Symposium held in Amsterdam. Kluwer Academic Publishers.
  • Spannenburg, S. (1995). Geometrical Aspects of Nonlinear Evolution Equations. [Thesis, externally prepared, Universiteit van Amsterdam].
  • de Jager, E. M., & van der Groesen, E. W. C. (1994). Continuous dynamical systems. North-Holland. Series Studies in Mathematical Physics.
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