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On the de Branges weight functions

Summary: We find new representations of the derivatives of the weight functions used by de Branges in his proof of the Milin, Robertson and Bieberbach conjectures.
openaire   +2 more sources

On Walsh functions with respect to weights.

Summary: The orthogonal polynomials are constructed from the power functions by means of the Schmidt orthogonalization process in which the scalar product is generated by weight functions. There is another general construction with probabilistic method in the background that can be applied to obtain orthogonal and biorthogonal systems.
openaire   +2 more sources

Weight Functions, CTOD, and Related Solutions for Cracks at Notches

Engineering Failure Analysis, 2004
Rhys Jones, Chris Wallbrink, Daren Peng
exaly  

Excess Weight Linked to 90,000 US Cancer Deaths Annually

Ca-A Cancer Journal for Clinicians, 2003
exaly  

Thymic Function and Leukemia

Ca-A Cancer Journal for Clinicians, 1990
exaly  

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