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Streamlining the Internet of Things and Other Cyber-Physical Systems
Streamlining the Internet of Things Other Cyber-Physical Systems
2017/1/9
Sometimes referred to as the Internet of Things, cyber-physical systems vary from phones to self-driving cars, from airplane controls to home energy meters. They are both touchable objects and invisib...
NSF awards $13 million toward research in cyber-physical systems
NSF $13 million cyber-physical systems
2016/9/12
Today, the National Science Foundation (NSF) announced three, five-year "Frontier" awards, totaling more than $13 million, to advance cyber-physical systems (CPS) -- engineered systems that integrate ...
Attack Detection and Identification in Cyber-Physical Systems -- Part I: Models and Fundamental Limitations
Attack Detection Identification Cyber-Physical Systems Models Fundamental Limitations
2012/2/29
Cyber-physical systems integrate computation, communication, and physical capabilities to interact with the physical world and humans. Besides failures of components, cyber-physical systems are prone ...
Knotting and higher order linking in physical systems
Knotting higher order linking physical systems
2010/11/11
We discuss physical systems with topologies more complicated than simple gaussian linking. Our examples of these higher topologies are in non-relativistic quantum mechanics and in QCD.
Realizations of the osp(2,1) Superalgebra and Related Physical Systems
osp(2,1) Superalgebra Physical Systems
2010/4/12
Eigenvalues and eigenfunction of two-boson 2 \times 2 Hamiltonians in the framework of the superalgebra osp(2,1) are determined by presenting a similarity transformation. The Hamiltonians include two ...
A New Formalism for Nonextensive Physical Systems: Tsallis Thermostatistics
Nonextensive Physical Tsallis Thermostatistics Boltzmann-Gibbs
2010/4/16
Although Boltzmann-Gibbs (BG) statistics provides a suitable tool which enables us to handle a large number of physical systems satisfactorily, it has some basic restrictions : (i) the range of the mi...
Modeling physical systems by effective harmonic oscillators: The optimized quadratic approximation
Modeling physical systems harmonic oscillators The optimized quadratic approximation
2014/9/24
A mathematical formalism is developed to map a physical system described by a general potential energy function onto one consisting of effective harmonic oscillators. The present focus is on many-body...