State (Stochastic)

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Stochastic Model

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State (Stochastic)
  • Definition
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State (Stochastic)

Apr 09, 20261 min read

Definition

Values of a stochastic process X(t) are referred to as states of the process.

Interpretation

A state is a possible value the random variable can take — it exists whether or not you’ve observed it.

Related

  • State vs Sample
  • Stochastic Process
  • Absorbing State

Recent Notes

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      • M/M/1 Queueing System

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            Graph View

            Related notes

            • Aperiodic vs Periodic State
            • Absorbing State
            • Accessible State
            • Chapman-Kolmogorov Equation
            • Communicating Classes
            • Communication
            • Ergodic State
            • Irreducible
            • Limiting Probability
            • Mean Time Spent in Transient States
            • n-step Transition Matrix
            • Period (Stochastic)
            • Random Walk Markov Chain
            • Recurrent vs Transient
            • Regular Transition Probability Matrix
            • Stationary Distribution
            • Stochastic Process
            • Time Reversible Markov Chain
            • Transition Probability Matrix
            • Transition Probability
            • Gambling Model
            • Random Walk Model Example
            • Transition Matrix Example
            • First Step Analysis
            • State Classification Cheatsheet
            • Stochastic Model
            • Limiting Distribution Theorem
            • n-step Transition Matrix Identity

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