Aaron O'Leary

### Single pass, config file This method is slightly more complex but potentially more robust and powerful. It assumes that we are processing the documents one by one (like we...

Table referencing was something that I meant to add, but didn't get round to. This solution is a great hack and makes sense given the current limitations of the code....

Sorry I've been unresponsive on this repo recently. It's been a bit far down my priorities. Things we could do going forward: - I can merge in @bwhelm PRs and...

@bwhelm, understood :). Here's what I'll try and do then: 1. Merge your outstanding PRs (except maybe tables, that needs more thought) 2. Update the filter to work with latest...

@psavery despite my promises above I've had very little bandwidth to work on this. I can recommend https://github.com/lierdakil/pandoc-crossref which seems pretty full featured now.

@nabobalis @cadair see section 3.i of Torrence and Compo for the maths. I've implemented the function in `wavelets.WaveletAnalysis.compute_Cdelta` [here](https://github.com/aaren/wavelets/blob/master/wavelets/wavelets.py#L748-L787) but maybe I've got something wrong.

It is implemented as in Table 1 of TC98 ([paper here](github.com/aaren/wavelet_ideas) if you need it. ) I'm not sure how this maps to the wikipedia version.

Are we talking about the same thing? I'm comparing [this code](https://github.com/aaren/wavelets/blob/master/wavelets/wavelets.py#L207), i.e. ``` python def frequency_rep(self, w, s=1.0): """Frequency representation of morlet. s - scale w - angular frequency """...

I made a mistake in the code. I'm still not getting the exact same value as TC98, but at least it's a lot closer (getting 0.724 now).

The actual computation of Cdelta is a double summation of the fourier wavelet over scale and frequency. This is sensitive to the values of N, dj and s0 (dt cancels...