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Fast Fourier Transform with examples in GNU Octave/MATLAB - Parsiad Azimzadeh
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| Title | Fast Fourier Transform with examples in GNU Octave/MATLAB - Parsiad Azimzadeh | ||||||||||||||||||||||||||||||||||||
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| Keywords cloud | GNU Fourier Transform stopping Optimal Fast University Azimzadeh OctaveMATLAB examples Parsiad Octave publications Selected Notes financial programming chains Markov Waterloo | ||||||||||||||||||||||||||||||||||||
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Internal links in - parsiad.ca
Selected publications
Selected publications - Parsiad Azimzadeh
Selected publications - Parsiad Azimzadeh
Blog
Parsiad Azimzadeh
Parsiad Azimzadeh
read about the latest release here
GNU Octave financial 0.5.0 released - Parsiad Azimzadeh
GNU Octave financial 0.5.0 released - Parsiad Azimzadeh
Monte Carlo simulation framework
Monte Carlo simulations in GNU Octave financial package - Parsiad Azimzadeh
Monte Carlo simulations in GNU Octave financial package - Parsiad Azimzadeh
An introduction to regular Markov chains
An introduction to regular Markov chains - Parsiad Azimzadeh
An introduction to regular Markov chains - Parsiad Azimzadeh
mlinterp: Fast arbitrary dimension linear interpolation in C++
mlinterp: Fast arbitrary dimension linear interpolation in C++ - Parsiad Azimzadeh
mlinterp: Fast arbitrary dimension linear interpolation in C++ - Parsiad Azimzadeh
Optimal stopping III: a comparison principle
Optimal stopping III: a comparison principle - Parsiad Azimzadeh
Optimal stopping III: a comparison principle - Parsiad Azimzadeh
Optimal stopping II: a dynamic programming equation
Optimal stopping II: a dynamic programming equation - Parsiad Azimzadeh
Optimal stopping II: a dynamic programming equation - Parsiad Azimzadeh
Optimal stopping I: a dynamic programming principle
Optimal stopping I: a dynamic programming principle - Parsiad Azimzadeh
Optimal stopping I: a dynamic programming principle - Parsiad Azimzadeh
Introductory group theory
Introductory group theory - Parsiad Azimzadeh
Introductory group theory - Parsiad Azimzadeh
Closed-form expressions for perpetual and finite-maturity American binary options
Closed-form expressions for perpetual and finite-maturity American binary options - Parsiad Azimzadeh
Closed-form expressions for perpetual and finite-maturity American binary options - Parsiad Azimzadeh
Fast Fourier Transform with examples in GNU Octave/MATLAB
Fast Fourier Transform with examples in GNU Octave/MATLAB - Parsiad Azimzadeh
Fast Fourier Transform with examples in GNU Octave/MATLAB - Parsiad Azimzadeh
Welcome
Welcome - Parsiad Azimzadeh
Welcome - Parsiad Azimzadeh
Markov chains (1)
Parsiad Azimzadeh
Parsiad Azimzadeh
Optimal stopping (3)
Parsiad Azimzadeh
Parsiad Azimzadeh
GNU Octave (2)
Parsiad Azimzadeh
Parsiad Azimzadeh
Notes (2)
Parsiad Azimzadeh
Parsiad Azimzadeh
Mathematical finance (1)
Parsiad Azimzadeh
Parsiad Azimzadeh
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Parsiad Azimzadeh
Parsiad Azimzadeh
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Fast Fourier Transform with examples in GNU Octave/MATLAB - Parsiad Azimzadeh Parsiad Azimzadeh Selected publications Blog Menu Curriculum vitae Selected publications Blog Log in Fast Fourier Transform with examples in GNU Octave/MATLAB January 1, 2015 Parsiad Azimzadeh The tying document gives a thorough overview of the Discrete Fourier Transform and Fast Fourier Transform algorithm withal with examples in GNU Octave/MATLAB: fft_with_examples_in_matlab.pdf [1.1 MB] Notes Parsiad Azimzadeh AboutPhD (University of Waterloo), MMath (University of Waterloo), BSc (Simon Fraser University)Latest postsAn introduction to regular Markov chainsmlinterp: Fast wrong-headed dimension linear interpolation in C++Optimal stopping III: a comparison principleOptimal stopping II: a dynamic programming equationOptimal stopping I: a dynamic programming principleGNU Octave financial 0.5.0 releasedMonte Carlo simulations in GNU Octave financial packageIntroductory group theoryClosed-form expressions for perpetual and finite-maturity American binary optionsFast Fourier Transform with examples in GNU Octave/MATLABPagesHomeSelected publicationsWelcomeTagsMarkov villenage (1)Optimal stopping (3)GNU Octave (2)Notes (2)Mathematical finance (1) RSS | Design: HTML5 UP Please enable JavaScript to view the comments powered by Disqus.