/https://covers.openlibrary.org/b/id/11905445-L.jpg)
A O(h) cubic spline collocation method for quasilinear parabolic equation
por
A modified version of the usual cubic spline collocation method is proposed and analyzed for quasilinear parabolic problems. Continuous time estimates of order O(h) are obtained, via arguments based on certain discrete inner-products for a uniform mesh and sufficiently smooth …
- ● 92% match for you
the long version
A modified version of the usual cubic spline collocation method is proposed and analyzed for quasilinear parabolic problems. Continuous time estimates of order O(h) are obtained, via arguments based on certain discrete inner-products for a uniform mesh and sufficiently smooth problems. Two types of collocation at the boundary are studied and shown to yield O(h) and O(h^(7/2)) rates of convergence.
Margaret's verdict
"A modified version of the usual cubic spline collocation method is proposed and analyzed for quasilinear parabolic problems. Continuous time estimates of order O(h) are obtained, via arguments based on …"
highlights
what readers held onto
No highlights yet. Be the first.
discussion
what readers said
No reviews yet. Finish it; tell us what you found.