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This assumption allows many growth theorists to conclude that capital investment is relatively unimportant as a growth factor.
This assumption allows the application of the Markov chain approach for developing performance measures.
This assumption allows the frequency of inspection responds to the variation of the disruption state.
Roughly speaking, this assumption allows us to 'integrate by parts' (1.1).
This assumption allows the computation of packet error probability for RTS frame.
This assumption allows one to represent any terminology (mathcal{T }) through a directed acyclic graph.
This assumption allows us to implement an effective connectivity management system.
This assumption allows for a 1-year time lag between an investment and its impact.
This assumption allows to simplify the numerical model and, subsequently, reduce the required computational cost.
Dropping this assumption allows us to consider quantum statistics as describing 'inherent' properties of the assembly as a whole.
This assumption allows decision makers to find idle vehicle capacities and evaluate the capacity utilizations as a cost factor.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com