Built on 11-Oct-2014

WARNINGS:
* Dimensionless time information exported using solar masses = 80.0000000000 
* All quantities (ie basis, errors, V, R etc) computed on physical grid in seconds.

Training set information: 
lowest mass ratio = 1.0000000000 
highest mass ratio  = 2.0000000000 
total mass = 80.0000000000 
dt  = 0.0004882812 
if TS name is fminYYY_XXX, then peak resolved to 1/xxx
Single mode surrogate
ell mode = 2
m mode = 2
Training size = 501
Training file name is  EOB_TD_501_q1_2_Mt80_fmin9_1048576_512_modeBoth_MergerAligned
Training directory name is  /home/balzani57/Desktop/Data_and_experiments/HDF5MatlabData/NewData/TwoMode/
min wave cycle = 66.2743852021 
max wave cycle = 68.4284745680 
Distance (in megaparseces) at which TS waveforms were generated = 1.585330919042505e+00

Training set processing scheme: 
Time alignment: PeakOfShortest
Phase alignment: initial
Seconds removed from waveforms start: 0
Rule for removing waveforms end: NearTerminal
Number of waveforms samples cut post-align: 1

Greedy settings:
Tolerance = 1.0000e-06
Basis = 19


Quadrature settings:
Euclidean inner product was used


Surrogate settings:
Polynomial fits for amplitude and phase
Training data used for best fit selection
RB used in surrogate basis + fitting = 19
Accuracy in recovering waveform basis h by BVR = 5.8758e-16


Quality control diagnostics:
(Note: Square of L2 errors are almost overlap error)
L2 surrogate error (training space) 2.0898e-04
Linf surrogate error (training space) 3.0774e-03
maximum relative error of ||rh|| fit 6.8461e-06
Random waveform injection file name is EOB_TD_1011_q1_2_Mt80_fmin9_1048576_512_modeBoth_MergerAligned
L2 basis error (random) 6.9755e-07
L2 EIM error (random) 3.8295e-06
L2 surrogate error (random) 2.3528e-04
Linf surrogate error (random) 3.4266e-03

Timing numbers (per waveform averages):
Total waveforms generated in timing study = 10
Time (secs) to evaluate all amplitude and phase fits = 2.296000e-04
Time (secs) to build empirical interpolant = 1.839000e-04
Time (secs) to evaluate surrogate (sum of two previous numbers) = 4.135000e-04


Extra info:
Surrogates built using the definition hp(t) + i*hc(t) = A(t) exp(i*phi(t)) where phi >=0

Case 1 A from paper Fast prediction and evaluation of gravitational waveforms using surrogate models
