Fourier Transform in 1 and 2 dimensions

[SC]

I couldn't write a program that make fourier transform in one and two dimens in C++.
I couldn't solve correctly determinant of 3*3 matrix ic C++ too.
Can you help me about that??
Thanks!

[Victor Bazarov]

"SC" <se*********@gmail.com> wrote...

I couldn't write a program that make fourier transform in one and two
dimens in C++.
I couldn't solve correctly determinant of 3*3 matrix ic C++ too.
Can you help me about that??

Try www.Google.com

Calculating the determinant of a 3x3 matrix is a very simple task
and I am sure you can find free code for it on the web.

V

[Raghavendra Mahuli]

To find the fourier transform of a dicrete signal, try the following:-
1. Hold a array of input nos.
2. hold a buffer (of size 2n+1) for output nos.
3. Use FFT algorithm ( if u dnt know how to use FFT algotithm, mail me)
4. U'll get the o/p
Alternatively, you can try the book " numeical recipes in C" It has
implementation of FFT ( but it is in C)

raghu

"SC" <se*********@gmail.com> wrote in message
news:2f**************************@posting.google.c om...

I couldn't write a program that make fourier transform in one and two dimens in C++. I couldn't solve correctly determinant of 3*3 matrix ic C++ too.
Can you help me about that??
Thanks!

[Greg Schmidt]

On Thu, 30 Dec 2004 15:44:45 +0530, Raghavendra Mahuli wrote:

To find the fourier transform of a dicrete signal, try the following:-
1. Hold a array of input nos.
2. hold a buffer (of size 2n+1) for output nos.
3. Use FFT algorithm ( if u dnt know how to use FFT algotithm, mail me)
4. U'll get the o/p

Alternatively, you can try the book " numeical recipes in C" It has
implementation of FFT ( but it is in C)

See also http://www.fftw.org/

--
Greg Schmidt gr***@trawna.com
Trawna Publications http://www.trawna.com/

[Johannes Bauer]

SC wrote:

I couldn't write a program that make fourier transform in one and two dimens in C++.
I couldn't solve correctly determinant of 3*3 matrix ic C++ too.
Can you help me about that??
Thanks!

3x3 Matrix: Sarrus' rule.
Other Matrix, complicated: Cramer's rule.
Other Matrix, easy: Gaussian transformation, multiplication of diagonal
values.

Greetings,
Johannes

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