The Abel-type integral transformation with the Kernel $(t^{2}-x^{2})^{-\frac{1}{2}}$ and its application to density distributions of particle beams

Ejemplares similares

• Concerning the $\nu/N \to {1/3}$ resonance, V : analysis of the equation $\frac {d^{2}v}{{ds}^{2}}+ {(\frac {2\nu}{N})^2 v} - {(\cos2s)}v^{2} - {\lambda}{(\cos {\frac {2s}{3})}}=0$
  por: Laslett, L J, et al.
  Publicado: (1959)
• Simulating spin-$ \frac{3}{2}$ particles at colliders
  por: Christensen, Neil D., et al.
  Publicado: (2013)
• Concerning the $\nu/N \to {1/3}$ resonance, I : application of a variational procedure and of the Moser method to the equation $\frac {d^{2}v}{dt^{2}}+ {(\frac {2\nu}{N})}^{2}v + \frac{1}{2} (\sin2t) v^{2}=0$
  por: Laslett, L J
  Publicado: (1959)
• Concerning the $\nu/N \to {1/3}$ resonance, III : use of the Moser method to estimate the rotation number, as a function of amplitude, for the equation $\frac {d^{2}v}{dt^{2}}+ {(\frac {2\nu}{N})}^{2}v + \frac{1}{2} (\sin2t) v^{2}=0$
  por: Laslett, L J
  Publicado: (1959)
• Pion-$^{4}$ He scattering around the $\frac{3}{2}$, $\frac{3}{2}$ resonance
  por: Binon, F, et al.
  Publicado: (1975)