AbstractWe discuss the early history of B-splines with an arbitrary knot sequence, and of their recurrence relations. These seem to have first appeared in papers of Popoviciu and Chakalov from the 1930s
Polynomial B-splines of given order m and with knots of arbitrary multiplicity are investigated with...
Polynomial B-splines of given order m and with knots of arbitrary multiplicity are investigated with...
Polynomial B-splines of given order m and with knots of arbitrary multiplicity are investigated with...
AbstractThe purpose of this article is to show how naturally recurrence relations for most general C...
International audienceThis works complements a recent article (Mazure, J. Comp. Appl. Math. 219(2):4...
The early contributions to B-spline theory by Tiberiu Popoviciu and by Liubomir Chakalov are recalle...
The present paper is to be understood as a revision and continuation of a recent series of publicati...
Tchebycheffian splines are smooth piecewise functions where the different pieces are drawn from exte...
In this paper we study B-splines when the intervals between consecutive knots are in geometric progr...
AbstractPolynomial B-splines of given order m and with knots of arbitrary multiplicity are investiga...
WOS: A1994PW24500007In this paper we study B-splines when the intervals between consecutive knots ar...
AbstractExplicit formulae and recurrence relations for the calculation of generalized B-splines (GB-...
Explicit formulae and recurrence relations for the calculation of generalized B-splines (GB-splines)...
Polynomial B-splines of given order m and with knots of arbitrary multiplicity are investigated with...
Polynomial B-splines of given order m and with knots of arbitrary multiplicity are investigated with...
Polynomial B-splines of given order m and with knots of arbitrary multiplicity are investigated with...
Polynomial B-splines of given order m and with knots of arbitrary multiplicity are investigated with...
Polynomial B-splines of given order m and with knots of arbitrary multiplicity are investigated with...
AbstractThe purpose of this article is to show how naturally recurrence relations for most general C...
International audienceThis works complements a recent article (Mazure, J. Comp. Appl. Math. 219(2):4...
The early contributions to B-spline theory by Tiberiu Popoviciu and by Liubomir Chakalov are recalle...
The present paper is to be understood as a revision and continuation of a recent series of publicati...
Tchebycheffian splines are smooth piecewise functions where the different pieces are drawn from exte...
In this paper we study B-splines when the intervals between consecutive knots are in geometric progr...
AbstractPolynomial B-splines of given order m and with knots of arbitrary multiplicity are investiga...
WOS: A1994PW24500007In this paper we study B-splines when the intervals between consecutive knots ar...
AbstractExplicit formulae and recurrence relations for the calculation of generalized B-splines (GB-...
Explicit formulae and recurrence relations for the calculation of generalized B-splines (GB-splines)...
Polynomial B-splines of given order m and with knots of arbitrary multiplicity are investigated with...
Polynomial B-splines of given order m and with knots of arbitrary multiplicity are investigated with...
Polynomial B-splines of given order m and with knots of arbitrary multiplicity are investigated with...
Polynomial B-splines of given order m and with knots of arbitrary multiplicity are investigated with...
Polynomial B-splines of given order m and with knots of arbitrary multiplicity are investigated with...