International audienceThis paper gives a survey on blossoms and Chebyshev spaces, with a number of new results and proofs. In particular, Extended Chebyshev spaces are characterised by the existence of a certain type of bases which are especially suited to enable us to prove both existence and properties of blossoms under the weakest possible differentiability assumptions. We also examine the case of piecewise spaces built from different Extended Chebyshev spaces and connection matrices
International audienceWe consider the wide class of all piecewise Chebyshevian splines with connecti...
International audienceBy piecewise Chebyshevian splines we mean splines with pieces taken from diff...
International audienceExtending a simple result of the polynomial framework, we es tablish an intere...
International audienceExistence of blossoms is crucial for design. In a single space, we recently ch...
International audienceBy piecewise Chebyshevian splines we mean splines with sections in different E...
International audienceIn the present work we determine all Chebyshevian spline spaces good for geome...
AbstractGiven an (n+1)-dimensional space U of piecewise smooth functions in which each basis has a n...
International audienceBy piecewise Chebyshevian splines we mean splines with sections in different E...
International audienceWe prove that it is possible to construct Bernstein-type operators in any give...
International audienceGiven a number of Extended Chebyshev (EC) spaces on adjacent intervals, all ...
International audienceWe consider piecewise Chebyshevian splines, in the sense of splines with piece...
International audienceThis works complements a recent article (Mazure, J. Comp. Appl. Math. 219(2):4...
Given a number of Extended Chebyshev (EC) spaces on adjacent intervals, all of the same dimension, w...
International audienceWe show that Extended Chebyshev piecewise spaces are characterised by the exis...
International audienceWe show that a given space of splines with sections in a given Extended Chebys...
International audienceWe consider the wide class of all piecewise Chebyshevian splines with connecti...
International audienceBy piecewise Chebyshevian splines we mean splines with pieces taken from diff...
International audienceExtending a simple result of the polynomial framework, we es tablish an intere...
International audienceExistence of blossoms is crucial for design. In a single space, we recently ch...
International audienceBy piecewise Chebyshevian splines we mean splines with sections in different E...
International audienceIn the present work we determine all Chebyshevian spline spaces good for geome...
AbstractGiven an (n+1)-dimensional space U of piecewise smooth functions in which each basis has a n...
International audienceBy piecewise Chebyshevian splines we mean splines with sections in different E...
International audienceWe prove that it is possible to construct Bernstein-type operators in any give...
International audienceGiven a number of Extended Chebyshev (EC) spaces on adjacent intervals, all ...
International audienceWe consider piecewise Chebyshevian splines, in the sense of splines with piece...
International audienceThis works complements a recent article (Mazure, J. Comp. Appl. Math. 219(2):4...
Given a number of Extended Chebyshev (EC) spaces on adjacent intervals, all of the same dimension, w...
International audienceWe show that Extended Chebyshev piecewise spaces are characterised by the exis...
International audienceWe show that a given space of splines with sections in a given Extended Chebys...
International audienceWe consider the wide class of all piecewise Chebyshevian splines with connecti...
International audienceBy piecewise Chebyshevian splines we mean splines with pieces taken from diff...
International audienceExtending a simple result of the polynomial framework, we es tablish an intere...