An In-Hospital Mortality Risk Model for Patients Undergoing Coronary Artery Bypass Grafting Based on Machine Learning: Cohort Study. [PDF]
Zhu K, Lu W, Liu S, Lin H, Hou J.
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Feedback Stabilization of Bernoulli Jump Nonlinear Systems: A Passivity-Based Approach
IEEE Transactions on Automatic Control, 2015We study feedback stabilization of a Bernoulli jump nonlinear system. First, the relationship between stochastic passivity and stochastic stability is established. A state feedback controller that stabilizes a wide class of Bernoulli jump nonlinear systems is then designed using passivity-based tools. The advantage of our approach is that the nonlinear
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Analysis of a Two‐Phase Queueing System with Vacations and Bernoulli Feedback
Stochastic Analysis and Applications, 2003Abstract We consider a two‐phase queueing system with server vacations and Bernoulli feedback. Customers arrive at the system according to a Poisson process and receive batch service in the first phase followed by individual services in the second phase.
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Sojourn times in queues with a pair of instantaneous independent bernoulli feedback
Optimization, 1994In this paper we study the total sojourn time in a queueing system with a pair of instantaneous independent Bernoulli feedback processes. As the details of the computations are difficult, we give only the structure of the sojourn time process for the M/G2/l queue with a pair of Bernoulli feedback.
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Robust output feedback Control for an Euler-Bernoulli Beam Equation
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The M/G/1 queue with instantaneous bernoulli feedback
Naval Research Logistics Quarterly, 1980AbstractIn this paper we are concerned with several random processes that occur in M/G/1 queues with instantaneous feedback in which the feedback decision process is a Bernoulli process. Queue length processes embedded at various times are studied. It is shown that these do not all have the same asymptotic distribution, and that in general none of the ...
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A Single Server Retrial Queue with Bernoulli Feedback and Collisions
Journal of Statistical Theory and Practice, 2010The authors study a single server retrial system with feedback, collisions and general retrial and service times. The retrial rate is assumed to be constant, that is only the ``head''-customer in the orbit attempts to access the server. (In other words, the FCFS orbit discipline is assumed.) Moreover, each customer, after completing the service, joins ...
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