Harmonic Analysis and Fractal Geometry: A Dynamic Interplay.pdf

Harmonic Analysis and Fractal Geometry: A Dynamic Interplay PDF

Ursula Molter, Carlos Cabrelli

Mathematical Preliminaries PART I: Fractal Geometry and Self-SimilarityChapter 1: Fractal Geometry BasicsChapter 2: Self-Similarity Chapter 3: MultifractalsPART II: Applications to WaveletsChapter 4: Wavelet Theory BasicsChapter 5: Multidimensional WaveletsPART III: Other Aspects of Self-SimilarityChapter 6: Harmonic Analysis on FractalsChapter 7 Cantor Sets and Singular MeasuresBibliographyIndex

03.08.2010 · Proteins have been shown to exhibit strange/anomalous dynamics displaying non-Debye density of vibrational states, anomalous spread of vibrational energy, large conformational changes, nonexponential decay of correlations, and nonexponential unfolding times. The anomalous behavior may, in principle, stem from various factors affecting the energy landscape under which a protein vibrates

7.73 MB DATEIGRÖSSE
9780817641184 ISBN
Harmonic Analysis and Fractal Geometry: A Dynamic Interplay.pdf

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