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[Sha01] The $L$ _∞-norm of the $L$ ₂-spline projector is bounded independently of the knot sequence: a proof of de Boor's conjecture

Shadrin-deBoor-conjecture-2001 (Article)
Author(s)	Shadrin, A. Yu.
Title	« The $L$ _∞-norm of the $L$ ₂-spline projector is bounded independently of the knot sequence: a proof of de Boor's conjecture »
Journal	Acta Math.
Volume	187
Number	1
Page(s)	59--137
Year	2001
ISSN number	0001-5962

BibTeX code

@article{Shadrin-deBoor-conjecture-2001,
  volume = {187},
  number = {1},
  mrnumber = {MR1864631 (2002j:41007)},
  issn = {0001-5962},
  author = {Shadrin, A. Yu.},
  mrclass = {41A15 (41A17)},
  fjournal = {Acta Mathematica},
  mrreviewer = {L. L. Schumaker},
  coden = {ACMAA8},
  title = {The {$L_\infty$}-norm of the {$L_2$}-spline projector is bounded
           independently of the knot sequence: a proof of de {B}oor's
           conjecture},
  journal = {Acta Math.},
  year = {2001},
  pages = {59--137},
}

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[Sha01] The L∞-norm of the L2-spline projector is bounded independently of the knot sequence: a proof of de Boor's conjecture

[Sha01] The $L$ _∞-norm of the $L$ ₂-spline projector is bounded independently of the knot sequence: a proof of de Boor's conjecture