Examples¶
The current version of GWDALI deals only whith waveforms in the frequency space.
Jupyter Notebooks (.ipynb)¶
- 1_get_hphx.ipynb
Compute polarizations \(h_+,\ h_{\times}\)
- 2_DrawDetectors.ipynb
Vizualization of the GW detectors network choosen by the user
- 3_get_strains.ipynb
Compute detectors output \(h=F_+h_+ + F_{\times}h_{\times}\)
- 4_get_derivatives.ipynb
- Compute derivative of the GW signals (differention method choosen by the user: numerical/automatic differentiation)
Fisrt derivatives \(\partial_ih\)
Second derivatives \(\partial_i\partial_jh\)
Thirds derivatives \(\partial_i\partial_j\partial_kh\)
- 5_get_tensors.ipynb
- Compute DALI Tensors:
Fisher \(F_{ij}\equiv\langle\partial_i h|\partial_j h\rangle\)
- Doublet
\(D_{ijk}\equiv\langle\partial_i h|\partial_{jk} h\rangle\)
\(D_{ijkl}\equiv\langle\partial_{ij} h|\partial_{kl} h\rangle\)
- Triplet
\(T_{ijkl}\equiv\langle\partial_i h|\partial_{jkl} h\rangle\)
\(T_{ijklm}\equiv\langle\partial_{ij} h|\partial_{klm} h\rangle\)
\(T_{ijklmn}\equiv\langle\partial_{ijk} h|\partial_{lmn} h\rangle\)
- 6_GWDALI_MCMC_Fisher-vs-Singlet.ipynb
Sampling parameters for Posteriors estimation via MCMC or Nested Sampling methods (comparing Fisher-Inversion vs Singlet/Fisher_MCMC)
- 7_GWDALI_MCMC_Exact-vs-Doublet.ipynb
Sampling parameters for Posteriors estimation via MCMC or Nested Sampling methods (comparing Exact vs Doublet posteriors)
- 8_GWDALI_Grid.ipynb
Compute GW Posteriors from a N-dimensional Grid (choosen by the user)