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#REDIRECT [[Stochastic control#Certainty equivalence]] ...

In the [[mathematics]] of [[probability]], a [[stochastic process]] is a random [[function (mathematics)|function]]. In practical app ==Stochastic processes topics== ...

{{Short description|Calculus on stochastic processes}} ...on to be defined for [[integrals]] of stochastic processes with respect to stochastic processes. This field was created and started by the [[Japanese people|Japa ...

{{Short description|Stochastic process with discrete movements}} A '''jump process''' is a type of [[stochastic]] process that has discrete movements, called [[jump discontinuity|jumps]], ...

...nching (revision control)]], a way of duplicating an object under revision control * [[Branching process]], a kind of stochastic process ...

*[[Control theory]] **[[Non-linear control]] ...

...an]] and [[statistician]] who made contributions to [[queueing theory]], [[stochastic geometry]], and [[spatial statistics]]. ...icular inequalities, for [[Queuing theory|queueing systems]] and related [[stochastic model]]s. The books ...

* G. Adomian: ''Stochastic Systems'', Academic Press, 1983. {{ISBN|0-12-044370-8}} * G. Adomian: ''Nonlinear Stochastic Operator Equations'', Academic Press, 1986. {{ISBN|0-12-044375-9}} ...

{{Short description|Stochastic processes}} ...mon2008>{{cite book|last=Lamon|first=Pierre|title=3D-Position Tracking and Control for All-Terrain Robots|url=https://archive.org/details/dpositiontrackin00la ...

...tion is used in [[games of chance]], [[demographic statistics]], [[quality control]] of a manufacturing process, and in many other parts of our lives. ...first=Ward |year=2002 |title=Stochastic-Process Limits, An Introduction to Stochastic-Process Limits and their Application to Queues |location=New York |publishe ...

* Stochastic partial differential equations ({{ill|Benjamin Gess|de}}) * Stochastic topology and its applications (Érika Roldán) ...

|fields = [[Mathematics]], [[Stochastic differential equation]], [[Markovian process]]es Skorokhod is well-known for his comprehensive treatise on the theory of [[stochastic processes]] which he co-authored with [[Iosif Gikhman|Gikhman]].<ref name=" ...

...scription|Consistent set of finite-dimensional distributions will define a stochastic process}} {{About|a theorem on stochastic processes|a theorem on extension of pre-measure|Hahn–Kolmogorov theorem}} ...

Applied probabilists are particularly concerned with the application of [[stochastic process]]es, and probability more generally, to the natural, applied and so **[[Quality control]] ...

...ical probabilists|probabilist]] and one of the founders of the theory of [[stochastic differential equation]]s. ...laws are being considered. The [[Stratonovich integral]] appears in his [[stochastic calculus]]. Here, the Stratonovich integral is named after him (at the same ...

...[[Stochastic differential equation|Stochastic Differential Equations]] and Stochastic Analysis."<ref name="reasons06">{{cite web |url=https://www.mathunion.org/i {{authority control}} ...

== Relation to other stochastic processes == The Brownian bridge may also be represented as a Fourier series with stochastic coefficients, as ...

*Nonlinear theory of stationary [[stochastic processes]] *Problems of optimal nonlinear filtration, [[stochastic differential equations]] (A.N. Markov Prize of [[Russian Academy of Science ...

...stributed computing|distributed software systems]] or other systems with [[stochastic process]]es, access time or latency should be measured at the ''99th percen ...

...Franklin|author2=J. David Powell|author3=Abbas Emami-Naeini|title=Feedback Control of Dynamic Systems|edition=5|year=2006|publisher=Pearson Education|isbn=0-1 ...rn to a desired state. This necessitates the use of appropriately designed control algorithms. ...