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Mark A. Davenport
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Content by Mark A. Davenport
Other authors' collections containing modules by Mark A. Davenport
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Compressive Sensing
(col10458)
Authors:
Mark A. Davenport
,
Richard Baraniuk
,
Ronald DeVore
Institution:
Rice University
Language:
English
Popularity:
66.27%
Revised:
2007-09-21
Revisions:
New
Digital Signal Processing
(col11172)
Author:
Mark A. Davenport
Institution:
Rice University
Summary:
This course provides an overview of discrete-time signal processing from a vector space perspective. Topics will include sampling, filter design, multirate signal processing and filterbanks, Fourier and wavelet analysis, subspace methods, and a variety of topics relating to inverse problems and "least-squares signal processing''.
Subject:
Mathematics and Statistics,
Science and Technology
Language:
English
Popularity:
85.92%
Revised:
2011-12-16
Revisions:
4
An Introduction to Compressive Sensing
(col11133)
Authors:
Richard Baraniuk
,
Mark A. Davenport
,
Marco F. Duarte
,
Chinmay Hegde
Subject:
Mathematics and Statistics,
Science and Technology
Language:
English
Popularity:
83.58%
Revised:
2011-04-02
Revisions:
5
Analog-to-information conversion
(m37375)
Authors:
Mark A. Davenport
,
Jason Laska
Keywords:
Analog to digital converter (ADC)
,
Multiband signal
,
Random demodulator
Summary:
In this module we describe the random demodulator and how it can be used in the application of the theory of compressive sensing to the problem of acquiring a high-bandwidth continuous-time signal.
Subject:
Mathematics and Statistics
Language:
English
Popularity:
57.99%
Revised:
2011-04-15
Revisions:
4
Approximation in ℓ_p Norms
(m34019)
Author:
Mark A. Davenport
Subject:
Science and Technology
Language:
English
Popularity:
21.25%
Revised:
2010-07-16
Revisions:
3
Bases
(m34017)
Author:
Mark A. Davenport
Subject:
Science and Technology
Language:
English
Popularity:
11.33%
Revised:
2010-07-16
Revisions:
2
Bases and frames
(m37165)
Authors:
Marco F. Duarte
,
Mark A. Davenport
Keywords:
Analysis
,
Atoms
,
Basis
,
Dictionary
,
Dual frame
,
Frame
,
Hilbert space
,
Orthonormal basis
,
Parseval frame
,
Synthesis
,
Tight frame
Summary:
This module provides an overview of bases and frames in finite-dimensional Hilbert spaces.
Subject:
Mathematics and Statistics
Language:
English
Popularity:
49.32%
Revised:
2011-09-23
Revisions:
6
Combinatorial algorithms
(m37295)
Authors:
Mark A. Davenport
,
Chinmay Hegde
Keywords:
Combinatorial algorithms
,
Count-median
,
Count-min
,
Data streams
,
Group testing
,
Sketching
,
Sparse recovery
Summary:
This module introduces the count-min and count-median sketches as representative examples of combinatorial algorithms for sparse recovery.
Subject:
Science and Technology
Language:
English
Popularity:
27.97%
Revised:
2011-04-15
Revisions:
3
Complete Vector Spaces
(m33548)
Author:
Mark A. Davenport
Keywords:
Banach Spaces
,
Completeness
,
Hilbert Spaces
,
Vector Spaces
Subject:
Mathematics and Statistics
Language:
English
Popularity:
36.10%
Revised:
2010-07-16
Revisions:
2
Completeness
(m33586)
Author:
Mark A. Davenport
Keywords:
Cauchy sequences
,
Completeness
,
Convergence
,
Limits
Subject:
Mathematics and Statistics
Language:
English
Popularity:
19.37%
Revised:
2010-07-19
Revisions:
2
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Total Modules:
21811
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