Organodynamics

Grant Holland, Apr 25, 2014

Slide: Organodynamic Stochastic Processes (OSP)
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Organodynamic Stochastic Process (OSP)

 

Organodynamics uses discrete stochastic processes for representing time evolutions of dynamical systems.

 

A discrete stochastic process is a sequence of probability spaces. Typically, each step in the sequence is a probability distribution that represents a probability space of possible outcomes.

 

Typically, each step in the process represents a distinct time step, which are evenly spaced across the process.

 

 

 

An OSPÉ

 

Represents the chance evolution of the organization of an underlying set of components.

 

 

An organodynamics stochastic process (OSP) is a discrete stochastic process whose sample space is the organodynamics state space (OSS) of some underlying system S.

Chance organizational dynamics

 

We shall be interested in characterizing the long-run behavior of OSPs as they play out the evolution of a dynamical system over time.

 

Notes: