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(30) Cell-surface glycans are constructed by the stochastic action of spatially constrained ER- and Golgi-associated glycosyltransferases as their target glycoconjugates traverse the secretory pathway.
The relatively rapid (∼50 100 ms) response of ON-BCs to flashes of light is unlikely to be supported by the stochastic action of RGS proteins if they were deactivating Gαo in the vicinity of TRPM1 simply by diffusion.
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A method for the evaluation of the response sensitivity of both classically and non-classically damped discrete linear structural systems under stochastic actions is presented.
We propose that the theoretical model behind each agent is the theory of Markov decison process (MDP), able to model a dynamic process which evolves through stages, as a result of stochastic actions.
We use dynamic Bayesian networks (with decision trees representing the local families of conditional probability distributions) to represent stochastic actions in an MDP, together with a decision-tree representation of rewards.
Network-based models are natural generalizations of stochastic mass action models to stochastic dynamics on arbitrary interaction networks.
The transient parts reflect the numbers of locked devices due to the stochastic switching actions of the controllers.
Sensory systems face not only spatial, but also temporal imprecision, an expected consequence of stochastic variation in action potential timing, such as the several ms jitter in stimulus-evoked first-spike latencies of somatosensory cortical neurons [6].
The studies for the paper are based on numerical simulations of footbridge responses and on the use of Monte Carlo simulations for modelling the stochastic nature of actions of a single pedestrian traversing various pin-supported single-span footbridges with frequencies in vertical bending in the range of 1.6 2.4 Hz.
This paper presents a model based on Hamilton's law of varying action for stochastic dynamic systems.
The deterministic performance was evaluated through the integral of time multiplied by the absolute error (ITAE) and the quadratic variation of the control action; the stochastic performance was analyzed based on the normalized Harris index and on the variability and quadratic variation of the control actions.
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