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modify asd in other repo to have correct evidence
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check out gridded results
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compare evidence/ll of my solution, jake's solutions
--ro 19.069070174197527 --ssq 2.5019481075308638 --delta 10.526593885061727 evidence=627341.397251 neg. log likelihood=3119100.34894
--ro 17.238799208518522 --ssq 3.1579704282716046 --delta 23.578709766296299 evi=764016.10162078473
- regress where foe moves towards eye, foe moves away from eye
--ro 7.06184735 --ssq 56.27155504 --delta 0.12
--ro 8.84497231 --ssq 9.9393613 --delta 0.51312846
--ro 8.84497231 --ssq 9.9393613 --delta 0.5
evi=-2629.9342857768866
nll=7444.9439632018575
--ro 8.84497231 --ssq 9.93496026 --delta 0.51151012
evi=-2629.9265325811289
nll=7448.1781925010782
--ro 7.06184735 --ssq 56.27155504 --delta 0.12
evidence=-700.661732086
neg. log likelihood=1356.99041683
--ro 9.2329678 --ssq 1.64542619 --delta 4.98630877
TNC max dude, starting from Ridge solution
evidence=-11298.0465625
neg. log likelihood=44957.8554228
Active-Set
--ro 10.27167 --ssq 1.468826 --delta 13.236098
--ro 11.0 --ssq 1.3 --delta 10.7
evidence=2262.81097632
neg. log likelihood=96013.442144
log these, then exp
(2.0, 20.0) -> 11
(1.0, 2*10e4) -> 1.3
(1.0, 2*10e4) -> 10.7
- chol too conservative? using LU logDet still allows calculation in cases where you're doing SVD trick
- n.b. ASD/RD is taking Cprior solution from ASD, decomposing with svd, and then working in U.T*sqrt(S)*U basis to pick variances
- using LU decomposition will get you better logDet
- matlab inv(Cprior) is bad --- sum(sum(inv(Cprior)*Cprior)) ~= 10e7 * nLags
- condition number is 1e13
- in python my sum ~= nLags + 0.07, even with that high condition number
- because of the above, bad log-evidence calculation in normal calculation (i.e. no svd no woodbury)
ro=11.03659785, ssq=1.3216941, delta=11.4020954
evidence=-10578.8521008
neg. log likelihood=57131.883003
--ro=11.0495055224 --ssq=1.32170258015 --delta=11.2919173548
evidence=-11460.235679
neg. log likelihood=3810710.97249
ro=11.0119872622, ssq=1.32220478899, delta=11.4256180793
evidence=-11500.0767877
neg. log likelihood=86630.1595886
ro=11.0680962085, ssq=1.31513284948, delta=12.8497981949
evidence=-9777.99603406
neg. log likelihood=85714.9535736