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"error propagation" is a correctly used and understood term in English.
It can be used to refer to the occurrence of errors as a result of the application of certain processes. For example, "the system's error propagation made it impossible to accurately predict the outcomes of the process".
Exact(60)
with full error propagation.
Especially, soft error propagation and Gaussian error propagation are investigated.
stacking, error propagation on non-linear integrals, etc.
There are many, but one in particular is error propagation.
We compute the error on each visibility using Gaussian error propagation, starting with the fitting uncertainties.
Doing this, and using Gaussian error propagation on equation (23) results in θ<0.03°.
A diagram from seminal work on "error propagation" by Hinton, David Rumelhart, and Ronald Williams.
A statistical error propagation method was employed for this study.
Furthermore, an error propagation formula of different wavelengths is proposed.
As a result, the error propagation can be contained.
However, using error propagation, we can see that HP will be very accurate.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com