First Sentence:
We construct Daubechies' scaling function supported on [0,3] from first principles and prove that it is continuous everywhere, left-differentiable at dyadic rationals and nowhere right-differentiable on dyadic rationals on [0,3].
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Key Phrases - Statistically Improbable Phrases (SIPs):
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coorbit spaces, wavelet matrices, unitary filter bank, cubic spline pyramid, acoustic signal compression, wavelet matrix, classical sampling formula, acceptable dilation, nonorthogonal multiresolution analysis, supported wavelet systems, adaptative procedures, contractivity assumption, dual wavelet basis, generalized linear phase, dyadic multiresolution analysis, mixed convolution, nonstandard decomposition, wavelet tight frames, wavelet vectors, cardinal spline approach, dual basis functions, pointwise smoothness, polynomial spline wavelets, multiresolution analyses, irregular sampling theory
Key Phrases - Capitalized Phrases (CAPs):
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Academic Press, New York, Pattern Anal, National Institutes of Health, Machine Intell, Princeton University Press, Séminaire Bourbaki, Acta Math, Bell Laboratories, Main Lemma, Payley-Wiener Theorem, Rice University, Annals of Math, Birkhäuser Verlag, Cambridge University Press, Decomposition of Hardy, Doctoral Thesis, International Symposium, Kluwer Academic Publishers, Korteweg-De Vries, Linear Algebra Appl, Nth-order B-spline, Oxford University Press, Pure Appl, University of Lowell
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