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Approximate Propagation of both Epistemic and Aleatory Uncertainty through Dynamic Systems
Uncertainty Propagation Epistemic Uncertainty Aleatory Uncertainty Dempster-Shafer Moment Evolution
2011/9/29
Abstract: When ignorance due to the lack of knowledge, modeled as epistemic uncertainty using Dempster-Shafer structures on closed intervals, is present in the model parameters, a new uncertainty prop...
Mathematical Principals of Dynamic Systems and the Foundations of Quantum Physics
Mathematical Principals Dynamic Systems the Foundations of Quantum Physic
2011/9/1
This article will take up the question of what underlies the quantum formalism, whether it can be derived from simpler mathematical structures, and if so, what physical properties a system must posses...
Robust Fuzzy Fault Detection for Non-Linear Stochastic Dynamic Systems
fault detection Takagi-Sugeno Discrite Algebra Recati Equation
2009/9/25
One of the difficults for fault detection techniques for non-linear stochastic systems via model-based methods is the design of residual generation. In this paper, a new fault detection (FD) approche ...
General solution of the set of differential equations describing the time invariant linear dynamic systems. Application to enzyme systems
Dynamic systems enzyme kinetics transient-phase
2010/9/15
The kinetic behavior of a dynamic, linear time invariant systems is described by a set of ordinary, linear, with constant coefficients, differential equations, which can be non-homogeneous or homogene...
Determining Energy Eigenvalues of Dynamic Systems by Finding
`Eigen-operator' of Square of
Schrödinger Operator
Schrö dinger operator Heisenberg equation of motion energy gap
2007/8/15
2004Vol.42No.6pp.824-826DOI:
Determining Energy Eigenvalues of Dynamic Systems by Finding
`Eigen-operator' of Square of
Schrödinger Operator
FAN Hong-Yi,1,2 XU
Xue-Fen,3 an...