The coercitivity of elliptic sesquilinear forms on the Sobolev spaces [Abstract of thesis]
Van Khuong Vu (1988)
Commentationes Mathematicae Universitatis Carolinae
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Displaying similar documents to “Generalized L-splines and the multi-point boundary value problem [Abstract of thesis]”
The coercitivity of elliptic sesquilinear forms on the Sobolev spaces [Abstract of thesis]
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For quadratic spine interpolating local integrals (mean-values) on a given mesh the conditions of existence and uniqueness, construction under various boundary conditions and other properties are studied. The extremal property of such's spline allows us to present an elementary construction and an algorithm for computing needed parameters of such quadratic spline smoothing given mean-values. Examples are given illustrating the results.