Collocation by Tchebycheean Splines of Order 3

  • KOLOKACIJA CEBI SEVLJEVIM SPLINE FUNKCIJAMA REDA
  • Published 2007

Abstract

A diierential equation of the form Dp(x)Du(x) = f(x; u(x)) is solved by collocation, using a class of spline functions of order 3. A restriction of each spline function to any subinterval of the partition is piecewisely in the kernel of the operator DDp(x)D. A coeecient p(x) may be singular. An algorithm is described by means of which a B-spline basis could… (More)

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