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An Introduction to MATLAB: Vectors and Matrices (m21398)
Author: Louis Scharf
Maintainers: Louis Scharf, Daniel Williamson, C. Sidney Burrus, Richard Baraniuk
Keywords: electrical engineering, engineering, MATLAB
Subject: Mathematics and Statistics
Language: English
Popularity: 87.07%
Revised: 2009-09-16
Revisions: 5
Linear Algebra: Direction Cosines (m21449)
Author: Louis Scharf
Maintainers: Louis Scharf, Daniel Williamson, C. Sidney Burrus, Richard Baraniuk
Keywords: electrical engineering, engineering, linear algebra
Subject: Mathematics and Statistics
Language: English
Popularity: 86.88%
Revised: 2009-09-16
Revisions: 8
Signal Denoising using Wavelet-based Methods (m18931)
Maintainers: Isaac Hernandez-Fajardo, Matthew Moravec, Richard Baraniuk
Keywords: Denoising, Orthogonal Decomposition, Signal Processing, Wavelets
Summary: Wavelets are an alternative tool for signal decomposition using orthogonal functions. Unlike basic Fourier analysis, wavelets do not lose completely time information, a feature that makes the technique suitable for applications where the temporal location of the signal’s frequency content is important. One of the fields where wavelets have ... are presented.
Subject: Science and Technology
Language: English
Popularity: 86.82%
Revised: 2008-12-16
Revisions: 2
Fourier Series in a Nutshell (m10751)
Maintainers: Michael Haag, Justin Romberg, Richard Baraniuk, Mariyah Poonawala, Prashant Singh
Keywords: eigenfunction, eigenfunctions, fourier, fourier series, LTI system, system
Summary: This module will give a brief over of the key concepts involving the Fourier series and the tools used to decompose and approximate a given signal.
Subject: Mathematics and Statistics
Language: English
Popularity: 86.70%
Revised: 2010-07-29
Revisions: 6
Complex Numbers: Roots of Quadratic Equations (m21415)
Author: Louis Scharf
Maintainers: Louis Scharf, Daniel Williamson, C. Sidney Burrus, Richard Baraniuk
Keywords: complex numbers, electrical engineering, engineering, quadratic equations, roots
Subject: Mathematics and Statistics
Language: English
Popularity: 86.67%
Revised: 2009-09-16
Revisions: 6
The Principal’s Role in Improving and Sustaining Parent Involvement (m12925)
Maintainers: Angus MacNeil, Richard Baraniuk
Keywords: Parent Involvement, Principal's role, Teachers role, volunteering
Summary: Principals and teachers need parental involvement in order to successfully educate students.
Subject: Science and Technology
Language: English
Popularity: 86.62%
Revised: 2005-07-24
Revisions: 2
DFT: Fast Fourier Transform (m0504)
Author: Don Johnson
Maintainers: Prashant Singh, Richard Baraniuk, Mariyah Poonawala
Keywords: Cooley-Tukey, fast Fourier transform, FFT
Summary: The DFT can be reduced from exponential time with the Fast Fourier Transform algorithm.
Subject: Science and Technology
Language: English
Popularity: 86.30%
Revised: 2004-08-04
Revisions: 9
Code for Voice Conversion (m12477)
Maintainers: Matthew Hutchinson, Adan Galvan, Richard Baraniuk
Keywords: matlab code, praat code, speech processing in matlab, voice conversion code, voice converstion in matlab
Summary: The MATLAB and Praat code files for performing voice conversion.
Subject: Science and Technology
Language: English
Popularity: 85.78%
Revised: 2010-05-07
Revisions: 6
DirectShow Filter Design for Laugh Track Removal (m15641)
Maintainers: Justin Nordin, Richard Baraniuk
Keywords: Canned Laughter, DirectShow, Filtering, Finite State Machine, FSM, Laugh Track, Real-time, Signal Processing
Summary: This module discusses the implementation of a DirectShow filter designed to remove laugh tracks from audio streams. It is part of a series discussing the implementation of a real-time laugh track removal system. A link containing a working version of the filter is provided.
Subject: Mathematics and Statistics
Language: English
Popularity: 85.72%
Revised: 2009-11-02
Revisions: 5
Deriving the Fast Fourier Transform (m0528)
Author: Don Johnson
Maintainers: Prashant Singh, Richard Baraniuk, Mariyah Poonawala
Keywords: butterfly, complexity, Cooley-Tukey, fast fourier transform, fft, order
Summary: Using the Cooley-Tukey algorithm to derive fast transforms.
Subject: Science and Technology
Language: English
Popularity: 85.72%
Revised: 2004-08-04
Revisions: 8
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