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Nondeterministic finite transition systems (NFTSs) have been widely used in the past decade to (approximately) abstract physical systems described by ordinary differential equations.
Passivity-based control (PBC) is a well-established technique that has shown to be very powerful to design robust controllers for physical systems described by Euler Lagrange (EL) equations of motion.
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Cyber Physical Systems describe a trend towards more flexible cooperative distributed systems.
But this does not mean that any physical system described by the same Lindblad equation would always be in a parity-defined state.
The physical system described in the previous section provides a framework for setting up and calibrating a steady numerical groundwater flow model.
Let X Open image in new window be a random variable for a given physical system described by the N tuple θ = {θ1,⋯,θ N }, where θ i is the ith physical parameter.
In the same way that a simulation of a physical system describes its behavior on the basis of parametric measurements, control systems, of the type that govern, say, automotive brake systems or autonomous robots, determine devices' behavior on the basis of sensor measurements.
Power laws, ubiquitous in physical and social systems, described the trends.
The aim of the present study is to pursue intuitive representation of various, possibly interacting, types of biological systems described as interconnected physical components, such as mass and energy storage elements, active and passive transport or biochemical transformations.
The exotic physical systems TQFT describes are topological states of matter.
Traditionally, the number of components to be fit must be assigned a priori (i.e., 1, 2, 3, etc)., which may or may not be valid for the physical system being described.
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CEO of Professional Science Editing for Scientists @ prosciediting.com