Results 211 to 220 of about 201,670 (265)
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2021
In many situations, a system settles into a steady state whose properties are independent of time. For example, the theoretical basis of the field of economics is based on the idea of economic equilibrium, in which prices are determined within a market, where traders exchange goods and money.
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In many situations, a system settles into a steady state whose properties are independent of time. For example, the theoretical basis of the field of economics is based on the idea of economic equilibrium, in which prices are determined within a market, where traders exchange goods and money.
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Proceedings of the Tenth IEEE Workshop on Statistical Signal and Array Processing (Cat. No.00TH8496), 2002
The signals that arise in Air Force applications typically have noise that can be modeled as a non-stationary stochastic process. However, there may be intervals of time where the noise behaves more like a stationary process. This motivates the study of locally stationary stochastic processes.
M.E. Oxley, T.F. Reid, B.W. Suter
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The signals that arise in Air Force applications typically have noise that can be modeled as a non-stationary stochastic process. However, there may be intervals of time where the noise behaves more like a stationary process. This motivates the study of locally stationary stochastic processes.
M.E. Oxley, T.F. Reid, B.W. Suter
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2001
Abstract The theory of stationary processes, with discrete or continuous parameter, is developed. Autocovariances and spectral distributions are introduced. A theory of stochastic integration is developed for functions integrated against a stochastic process, and this theory is used to obtain a representation of a stationary process ...
Geoffrey R Grimmett, David R Stirzaker
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Abstract The theory of stationary processes, with discrete or continuous parameter, is developed. Autocovariances and spectral distributions are introduced. A theory of stochastic integration is developed for functions integrated against a stochastic process, and this theory is used to obtain a representation of a stationary process ...
Geoffrey R Grimmett, David R Stirzaker
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Stationary clock changes on stationary processes
Signal Processing, 1996zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Stationary Stochastic Processes
2009This chapter is devoted to further topics in the theory of stochastic processes and of their applications. We start with a different, weaker, definition of a stochastic process, useful in the study of stationary processes.
Alexandre J. Chorin, Ole H. Hald
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Univariate Stationary Processes
2012As mentioned in the introduction, the publication of the textbook by GEORGE E.P. BOX and GWILYM M. JENKINS in 1970 opened a new road to the analysis of economic time series. This chapter presents the Box-Jenkins Approach, its different models and their basic properties in a rather elementary and heuristic way.
Gebhard Kirchgässner +2 more
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2003
A queueing system can be seen as an operator on arrival processes. If the sequence of the arrival times of customers is (t n ) and (S n ) is the sequence of their respective sojourn times in the queue (the nth customer arrives at time t n and leaves at t n + S n ).
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A queueing system can be seen as an operator on arrival processes. If the sequence of the arrival times of customers is (t n ) and (S n ) is the sequence of their respective sojourn times in the queue (the nth customer arrives at time t n and leaves at t n + S n ).
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