The collocation method for solving singularly perturbed boundary value problems by means of cubic splines of minimal defect

More works in this specialty

1. Asymptotic solution of the restricted three-body problem in the motion of a material point near a body of small mass

   Elbert, Alexander Yevgenyevich · 2006 · Candidate of Sciences

   • 01.01.02 Differential equations, dynamical systems and optimal control
2. On the smoothness of solutions of evolution equations with degeneration

   Yartseva, Nataliya Alekseyevna · 2005 · Candidate of Sciences

   • 01.01.02 Differential equations, dynamical systems and optimal control
3. Asymptotic behavior of spectra of boundary value problems in domains with nonperiodic concentrated masses

   Yablokova, Ekaterina Ivanovna · 2004 · Candidate of Sciences

   • 01.01.02 Differential equations, dynamical systems and optimal control
4. Averaging of boundary value problems in domains containing an internal perforated boundary or thin channels of small length

   Yablokov, Viktor Vladimirovich · 2004 · Candidate of Sciences

   • 01.01.02 Differential equations, dynamical systems and optimal control
5. Difference methods for solving nonlocal boundary value problems for an equation of parabolic type with degeneration

   Olisaev, Elbrus Georgievich · 2003 · Candidate of Sciences

   • 01.01.02 Differential equations, dynamical systems and optimal control

All works in this specialty