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PTIDES uses a discrete-event (DE) model as the underlying formal semantics to achieve analyzable deterministic behavior.
The model allows for the calculation and optimization of deterministic behavior of the system.
We focus on nonlinearity and possible deterministic behavior of the low-speed solar wind.
We also present another extension of TDL that improves the support for digital controllers while preserving the LET semantics and deterministic behavior.
We will introduce how its deterministic behavior is achieved as well as how it can be leveraged by applications as for example safety-related automotive applications.
The deterministic behavior means everything is predictable, and more importantly, the system can be designed to be stable, a fundamental goal of control systems engineering (think of the supply-chain bullwhip effect as an example of instability).
Similar(23)
Discrete-event (DE) models are formal system specifications that have analyzable deterministic behaviors.
Many applications to settle problems have deterministic behaviors in computations and I/O.
While random and unpredictable at the inception, stochastic behavior become biologically relevant if the "collision" initiates a chain of molecular and/or cellular processes that evolve into measurable "deterministic" behaviors.
Second, we bring a new insight concerning the non-deterministic behavior of the retina.
Our coder accounts for the time-dependent and also non-deterministic behavior of the actual retina.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com