2011/5/11 Peter Norlindh <
address@hidden>
>
> Thank you for your most valuable replies!
>
> I am not familiar with wavelets, but I shall look in to it now that I know to look for it.
>
> The Fourier Transform might be an excellent foundation for the search. However, both the amplitudes and angular frequencies can vary significantly and non-uniformly. Comparing two characteristic sequencies, one might be longer in total and at the same time contain a peak segment that is shorter than the corresponding peak section in the other sequence.
>
> I know very little about it but I believe the FFT approach requires a clever search algorithm that can handle the fact that the occurances of the characteristic sequence vary in length among other things.
>
> Are there more potentially interesting approaches?
>
> Thanks!
>
> /Peter
>
> 2011/5/11 Jordi Gutiérrez Hermoso <
address@hidden>
>>
>> On 11 May 2011 01:14, Marius Roets <
address@hidden> wrote:
>>
>> > I couldn't find one, but I managed to get Wavelab (for Matlab) working in
>> > Octave without too much trouble.
>>
>> As I recall, the authors of Wavelab are friendly to Octave. After all,
>> righton the front page they talk about reproducible research and
>> revealing source, which is not a goal you can fully accomplish with
>> Matlab.
>>
>> Anyways, if you had problems with Wavelab, do report them and they
>> might fix them for you, or submit patches to them and they might apply
>> them.
>>
>> - Jordi G. H.
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>