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Computing integral of expm #13

@andreadelprete

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@andreadelprete

Hi @olimexsmart

as I mentioned in #12 , we need the computation of the integral of expm for implementing the QP-based approach to deal with friction cones in consim. Computing this matrix is rather simple, and I had already done it in the python script utils_LDS_integral.py. Basically you just need to compute the expm of a matrix that is twice as big as A, and that contains only A, zeros and ones. Then you take the top-left corner of the resulting expm. Looking at the script should be enough to understand.

Before doing anything else, I think we should provide Bilal with this method, otherwise he's blocked and cannot move forward with the development of consim. Could you implement it (in c++) here in expokit and then tell Bilal how to use it?

After this is done, we'll work on making this computation more efficient using the approach described in the pdf I posted in #12 .

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