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Software.Software History

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11.06.2014, at 11:03 UTC by 109.56.130.118 -
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No available software at the moment.

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I am currently writing a Matlab toolbox for finite frames. Please check back here in 2013.

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I am currently writing a Matlab toolbox for finite frames. Please check back here in 2015.

29.11.2012, at 13:34 UTC by 130.225.84.233 -
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I am currently writing a Matlab toolbox for finite frames. Please check back here late 2012.

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I am currently writing a Matlab toolbox for finite frames. Please check back here in 2013.

25.03.2012, at 21:27 UTC by 127.0.0.1 -
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I am currently writing a Matlab toolbox for finite frames. Please check back here around late 2012.

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I am currently writing a Matlab toolbox for finite frames. Please check back here late 2012.

25.03.2012, at 13:10 UTC by 127.0.0.1 -
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I am currently writing a Matlab toolbox for finite frames. Please check back here around July 2012.

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I am currently writing a Matlab toolbox for finite frames. Please check back here around late 2012.

25.03.2012, at 12:17 UTC by 127.0.0.1 -
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I am currently writing a Matlab toolbox for finite frames.

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I am currently writing a Matlab toolbox for finite frames. Please check back here around July 2012.

25.03.2012, at 12:16 UTC by 127.0.0.1 -
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Matlab Toolbox for Shearlets

A Matlab Toolbox for Shearlets will be available from http://www.shearlab.org soon.

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Matlab Toolbox for Finite Frames

I am currently writing a Matlab toolbox for finite frames.

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13.08.2009, at 09:40 UTC by 130.225.72.109 -
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Matlab code (Test Example)

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Matlab code (NB! Only a Test Example showing Syntax Highlighting)

05.08.2009, at 08:28 UTC by 131.173.40.72 -
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A Matlab Toolbox for Shearlets will be available from http://www.shearlet.org soon.

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A Matlab Toolbox for Shearlets will be available from http://www.shearlab.org soon.

05.08.2009, at 08:27 UTC by 131.173.40.72 -
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A Matlab Toolbox for Shearlets(?) will be available from this site.

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A Matlab Toolbox for Shearlets will be available from http://www.shearlet.org soon.

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Modify n=10 in line 6 to obtain better approximations.

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Modify n=10 in line 4 to obtain better approximations.

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[@% for loops in Matlab

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n=10;

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n=30;

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sprintf('Approximation with 0.10g',n,Q)@]

[@% for loops in Matlab

% Set the number of terms n=10;

% initialize sum Q=0;

% summing over k for k=1:n

    Q=Q+1/k^2;

end

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Modify n=10 to obtain better approximations.

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Modify n=10 to obtain better approximations.

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Modify n=10 to obtain better approximations.

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n = 10;

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n=10;

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Q = 0;

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Q=0;

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    Q = Q+1/k^2;
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    Q=Q+1/k^2;
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n=10;

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n = 10;

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Q=0;

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Q = 0;

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    Q=Q+1/k^2;
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    Q = Q+1/k^2;
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We want to approximate the sum \sum_{k=1}^\infty 1/k^2. This is implemented in Matlab by the following code:

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We want to approximate the sum \sum_{k=1}^\infty 1/k^2=\pi^2/6. This is implemented in Matlab by the following code:

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We want to approximate the sum \sum_{n=1}^\infty 1/n^2. This is implemented in Matlab by the following code:

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We want to approximate the sum \sum_{k=1}^\infty 1/k^2. This is implemented in Matlab by the following code:

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Modify n=10 to obtain better approximations.

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sprintf('Approximation with 0.10g',n,Q)@]

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sprintf('Approximation with 0.10g',n,Q)@]

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We want to approximate the sum \sum_{n=1}^\infty 1/n^2. This is implemented in Matlab by the following code:

We want to approximate the sum \sum_{n=1}^\infty 1/n^2. This is implemented in Matlab by the following code:

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We want to approximate the sum \sum_{n=1}^\infty 1/n^2. This is implemented in Matlab by the following code:

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% for loops in Matlab

% Set the number of terms
n=10;

% initialize sum
Q=0;

% summing over k
for k=1:n
    Q=Q+1/k^2;
end

sprintf('Approximation with %d terms: Q = %0.10g',n,Q)
to:

We want to approximate the sum \sum_{n=1}^\infty 1/n^2. This is implemented in Matlab by the following code:

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% for loops in Matlab

% Set the number of terms
n=10;

% initialize sum
Q=0;

% summing over k
for k=1:n
    Q=Q+1/k^2;
end

sprintf('Approximation with %d terms: Q = %0.10g',n,Q)
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Approximations of $$\sum_{n=1}^\infty$$ is implemented in Matlab by the following code:

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We want to approximate the sum \sum_{n=1}^\infty 1/n^2. This is implemented in Matlab by the following code:

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This is implemented in Matlab by the following code:

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Approximations of $$\sum_{n=1}^\infty$$ is implemented in Matlab by the following code:

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This is implemented in Matlab by the following code:

Test test

[@% for loops in Matlab

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[@% for loops in Matlab

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[@% for loops in Matlab

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[@% for loops in Matlab

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%define=box block bgcolor=#ddddff border="2px dotted blue"%

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[@% for loops in Matlab

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Test test

[@% for loops in Matlab

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 [@% for loops in Matlab
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%define=box block bgcolor=#ddddff border="2px dotted blue"%

[@% for loops in Matlab

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This is implemented in Matlab by the following code:

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Test

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[@% for loops in Matlab

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Test

 [@% for loops in Matlab
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[@% for loops in Matlab

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[@% for loops in Matlab

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Matlab Toolbax for Shearlets

to:

Matlab Toolbox for Shearlets

A Matlab Toolbox for Shearlets(?) will be available from this site.

Matlab code (Test Example)

This is implemented in Matlab by the following code:

% for loops in Matlab

% Set the number of terms
n=10;

% initialize sum
Q=0;

% summing over k
for k=1:n
    Q=Q+1/k^2;
end

sprintf('Approximation with %d terms: Q = %0.10g',n,Q)
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Software

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Software

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Software

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Software

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Software

Matlab Toolbax for Shearlets