#
Wavelets (Mathematics)
Resource Information
The concept ** Wavelets (Mathematics)** represents the subject, aboutness, idea or notion of resources found in **Boston University Libraries**.

The Resource
Wavelets (Mathematics)
Resource Information

The concept

**Wavelets (Mathematics)**represents the subject, aboutness, idea or notion of resources found in**Boston University Libraries**.- Label
- Wavelets (Mathematics)

- Authority link
- http://id.loc.gov/authorities/subjects/sh91006163

## Context

Context of Wavelets (Mathematics)#### Subject of

- A first course on wavelets
- A friendly guide to wavelets
- A mathematical introduction to wavelets
- A primer on wavelets and their scientific applications
- A wavelet tour of signal processing
- A wavelet tour of signal processing
- A wavelet tour of signal processing
- A wavelet tour of signal processing : the Sparse way
- A wavelet tour of signal processing : the sparse way
- Abstract harmonic analysis of continuous wavelet transforms
- Adapted wavelet analysis from theory to software
- Affine density in wavelet analysis
- An introduction to random vibrations, spectral and wavelet analysis
- An introduction to wavelet analysis
- An introduction to wavelet modulated inverters
- An introduction to wavelet theory in finance : a wavelet multiscale approach
- An introduction to wavelets
- Analysis and probability : wavelets, signals, fractals
- Anisotropic Hardy spaces and wavelets
- Antieigenvalue analysis : with applications to numerical analysis, wavelets, statistics, quantum mechanics, finance and optimization
- Applied functional analysis : numerical methods, wavelet methods, and image processing
- Bayesian inference in wavelet-based models
- Chemometrics : from basics to wavelet transform
- Chemometrics : from basics to wavelet transform
- Compressed sensing : theory and applications
- Computational signal processing with wavelets
- Different perspectives on wavelets : American Mathematical Society short course, January 11-12, 1993, San Antonio, Texas
- Diffusion-driven wavelet design for shape analysis
- Discrete wavelet transform : a signal processing approach
- Document analysis and recognition with wavelet and fractal theories
- Document analysis and recognition with wavelet and fractal theories
- Efficient algorithms for discrete wavelet transform : with applications to denoising and fuzzy inference systems
- Essential wavelets for statistical applications and data analysis
- Finite-field wavelets with applications in cryptography and coding
- Foundations of wavelet networks and applications
- Fourier series and wavelets
- Fractal and wavelet image compression techniques
- Frames and harmonic analysis : AMS special session on frames, wavelets and Gabor systems, AMS special session on frames, harmonic analysis, and operator theory, April 16-17, 2016, North Dakota State University, Fargo, ND
- Frames, bases, and group representations
- Fundamentals of wavelets : theory, algorithms, and applications
- Fundamentals of wavelets : theory, algorithms, and applications
- Gabor and wavelet frames
- Image processing and data analysis : the multiscale approach
- Introduction to wavelet transform : a signal processing approach
- Introduction to wavelets and wavelet transforms : a primer
- Lois d'Ã©chelle, fractales et ondelettes
- Machine learning in image steganalysis
- Machine learning in image steganalysis
- Mathematical models and methods for real world systems
- Multirate and wavelet signal processing
- Multiscale wavelet methods for partial differential equations
- Neural networks and adaptive wavelets for vector quantization, function approximation, and classification
- Noise reduction by wavelet thresholding
- Nonlinear hyperbolic equations, spectral theory, and wavelet transformations : a volume of advances in partial differential equations
- Numerical analysis of wavelet methods
- Operator methods in wavelets, tilings, and frames
- Practical time-frequency analysis : Gabor and wavelet transforms with an implementation in S
- Real analysis : with an introduction to wavelets and applications
- Recent advances in wavelet analysis
- Regular linear phase perfect reconstruction filter banks for image compression
- Representations, wavelets, and frames : a celebration of the mathematical work of Lawrence W. Baggett
- Ruelle operators : functions which are harmonic with respect to a transfer operator
- Sampling, wavelets, and tomography
- Scaling, fractals and wavelets
- Self-affine scaling sets in R2
- Shearlets : multiscale analysis for multivariate data
- Signal analysis : wavelets, filter banks, time-frequency transforms, and applications
- Signal and image multiresolution analysis
- Signal and image representation in combined spaces
- Signal processing with fractals : a wavelet-based approach
- Spline functions and the theory of wavelets
- Statistical modeling by wavelets
- Subband and wavelet transforms : design and applications
- The abc-problem for Gabor systems
- The world according to wavelets : the story of a mathematical technique in the making
- Time frequency and wavelets in biomedical signal processing
- Time-frequency/time scale analysis
- Two-band QMF banks, butterworth wavelets, time-varying filter banks and adaptive echo cancellation
- Wandering vectors for unitary systems and orthogonal wavelets
- Wave front set of solutions to sums of squares of vector fields
- Wave packet analysis
- Wavelet analysis and transient signal processing applications for power systems
- Wavelet analysis in civil engineering
- Wavelet analysis on the sphere : spheroidal wavelets
- Wavelet analysis with applications to image processing
- Wavelet and wave analysis as applied to materials with micro or nanostructure
- Wavelet applications in engineering electromagnetics
- Wavelet basics
- Wavelet methods for dynamical problems : with application to metallic, composite, and nano-composite structures
- Wavelet methods for dynamical problems : with application to metallic, composite, and nano-composite structures
- Wavelet methods for elliptic partial differential equations
- Wavelet methods for elliptic partial differential equations
- Wavelet methods for pointwise regularity and local oscillations of functions
- Wavelet methods for time series analysis
- Wavelet methods in mathematical analysis and engineering
- Wavelet methods in mathematical analysis and engineering
- Wavelet methods in statistics with R
- Wavelet neural networks : with applications in financial engineering, chaos, and classification
- Wavelet theory
- Wavelet theory and harmonic analysis in applied sciences
- Wavelet theory and its application to pattern recognition
- Wavelet theory approach to pattern recognition
- Wavelet transforms and time-frequency signal analysis
- Wavelet, subband, and block transforms in communications and multimedia
- Wavelet-based multifractal spectra estimation : statistical aspects and applications
- Wavelets : CaldÃ©ron-Zygmund and multilinear operators
- Wavelets : a concise guide
- Wavelets : a mathematical tool for signal analysis
- Wavelets : a mathematical tool for signal processing
- Wavelets : a tutorial in theory and applications
- Wavelets : algorithms & applications
- Wavelets : an analysis tool
- Wavelets : an elementary treatment of theory and applications
- Wavelets : mathematics and applications
- Wavelets : theory and applications
- Wavelets : theory and applications
- Wavelets : theory and applications for manufacturing
- Wavelets : tools for science & technology
- Wavelets : tools for science & technology
- Wavelets and filter banks
- Wavelets and fractals in earth system sciences
- Wavelets and operators
- Wavelets and other orthogonal systems with applications
- Wavelets and renormalizations
- Wavelets and signal processing
- Wavelets and subband coding
- Wavelets and their applications
- Wavelets and their applications : case studies
- Wavelets for computer graphics : theory and applications
- Wavelets in electromagnetics and device modeling
- Wavelets in electromagnetics and device modeling
- Wavelets in geodesy and geodynamics
- Wavelets in medicine and biology
- Wavelets in soft computing
- Wavelets made easy
- Wavelets, approximation, and statistical applications

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