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The effects of such errors induced by faults are analytically derived to verify the probability of intrinsic masking in the final neural outputs.
Closed-form error probabilities are derived to verify the simulations.
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The solution is derived without the necessity to verify the existence of invariant (cluster) manifolds.
All PCR derived inserts were sequenced to verify the absence of undesired nucleotide changes.
We finally derive a viable test to verify that the designed robust PTVMSFC is "exact" in the sense that it attains the best achievable robust performance.
Since it knows, node can derive and use it to verify the identity of node.
Monte Carlo simulation is used to verify the derived analytical expressions.
Finally, some simulation results are presented to verify the derived conclusions.
To verify the derived boundary conditions, numerical analyses for each case were performed.
Some design examples are given to verify the derived optimality conditions.
In order to verify the derived analytical expressions, a comparison of analytical results with the performed simulation results is presented, which shows a good match.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com