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Gerlind+Reinshagen
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- A New Factorization Technique of the Matrix Mask of Univariate Refinab...
- A univariate compactly supported refinable function OE can always be factored into B k f , with B k the B-spline of order k, f a compactly supported distribution, and k the approximation orders provid...
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Uploaded: 13-05-09
- re nable
- many holes can locally linearly independent
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- Undervalued reserves and potential?
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Uploaded: 2002-5-15
- On Stability of Scaling Vectors 1997 3 citations ? 0 self
- . The paper generalizes Lawton's criteria for scaling vectors by means of Kronecker products. Necessary and sufficient conditions for the stability (orthonormality) of scaling vectors are provided in ...
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- Generalized Spline Wavelets 1995 5 citations ? 2 self
- . A generalized multiresolution of multiplicity r, generated by r linearly independent spline functions with multiple knots, is introduced. With the help of the autocorrelation symbol and the two--sca...
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- Necessary and Su cient Conditions for Orthonormality of Scaling Vector...
- Abstract. The paper studies necessary and su cient orthonormality conditions for a scaling vector in terms of its two-scale symbol and its corresponding transfer operator. In particular, it is shown t...
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Uploaded: 13-05-09
- Generalized Spline Wavelets 1995 5 citations ? 2 self
- . A generalized multiresolution of multiplicity r, generated by r linearly independent spline functions with multiple knots, is introduced. With the help of the autocorrelation symbol and the two--sca...
-
Rating:
Views: (1007)
Pages: ()
Uploaded: 13-05-09
- Generalized Spline Wavelets 1995 5 citations ? 2 self
- . A generalized multiresolution of multiplicity r, generated by r linearly independent spline functions with multiple knots, is introduced. With the help of the autocorrelation symbol and the two--sca...
-
Rating:
Views: (1005)
Pages: ()
Uploaded: 13-05-09