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The heat source is modeled as a stochastic process.
These variations are typically represented as a stochastic process.
When impulse time is random, the solutions of the differential system behave as a stochastic process.
Instead of assuming a constant correlation, correlation has to be modelled as a stochastic process.
Teaching is shown as a stochastic process that changes in time.
Traffic flow is considered as a stochastic process in road traffic modeling.
The orientation of the crystal relative to the photoplane is modeled as a stochastic process.
Both a constant traversing force and a force modelled as a stochastic process are studied.
Herein, we model the re-entry environment as a stochastic process in both space and time.
Here, we consider topographic uncertainty as a stochastic process that takes into consideration spatial and temporal variations.
A convenient way in modeling the uncertainty in time-dependent deterioration is by regarding it as a stochastic process.
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