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The survival probability is the number of particles that have been continuously (or intermittently) in a group for a period of time $\tau$ divided by the number of particles in the group and the beginning of time window. This correlation is averaged over the number of time windows analyzed.
Actual behavior
The existing documentation explains the SurvivalProbabilty function as being divided by the length of the simulation, implying units of inverse time.
Code to reproduce the behavior
NA
Current version of MDAnalysis
Which version are you using? (run python -c "import MDAnalysis as mda; print(mda.__version__)"): 2.6.0
Which version of Python (python -V)? 3.9.16
Which operating system? MacOS
The text was updated successfully, but these errors were encountered:
Expected behavior
The survival probability is the number of particles that have been continuously (or intermittently) in a group for a period of time$\tau$ divided by the number of particles in the group and the beginning of time window. This correlation is averaged over the number of time windows analyzed.
Actual behavior
The existing documentation explains the SurvivalProbabilty function as being divided by the length of the simulation, implying units of inverse time.
Code to reproduce the behavior
NA
Current version of MDAnalysis
python -c "import MDAnalysis as mda; print(mda.__version__)"
): 2.6.0python -V
)? 3.9.16The text was updated successfully, but these errors were encountered: