Review Meetings Page
Agenda
Minutes
In attendance: Jolien, Laleigh, Chad, Cody, Florent, Duncan Meacher, Sathya, Steve Privithera, Tom Dent, Kipp
- Eq. (2) of the paper should treat the instrument combinations in a time-dependent way in a future release.
- There are two bits in the chi^2; noise dominated for low-SNR and systematics for the high SNR. Is this reflected in the measurements. (Looks like it is not perhaps becuase we never reach high enough SNRs).
- Paper should state assumption about frequency sensitivity of the instruments.
- Should consider doing Monte Carlo using c-code and parallelize the code too.
- The probability distribution in Fig 4 could be computed using Rician instead of the intrinsic SNR in the least sensitive instrument.
- PDFs are computed when (ratios of) horizon distance(s) changes by 20%. Is 20% the right number?
- Chisquare in different instruments may not factor at very high SNR (see 2. above). It is OK as long as SNR is < 100 (as shown in the plots) but this may not hold good for higher masses. (Almost definitely!)
- Noise probabilities are computed once a week. JC suggests you could update p-values on the fly.
- The code assumes that each template is equally likely (Section F of the paper). Is this correct? Does it not mean lower mass sources more favoured than high mass sources? Do we need to worry about this?
- The extinction model doesn't account for the glitches correctly.
- This statistic should be OK if it is used as a ranking statistic but it could be a problem if it is used as a rate estimator since numerator assumes Gaussian background.
- JC: So I bet that the reason for the difference between the background and the zero-lag curves in the extinction model is because w is Lambda-dependent.
iterutils.py: randindex()
- Need a test code to show that the distribution produced is the intended one. Please produce some histograms of the distribution and attach to review documentation.
- Beware of the change in LAL constants.
snglcoinc.py
- Interpolation: it is not unique and so how is the choice made?
rates.py: