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A Combined Mixed Hybrid and Hybridizable Discontinuous Galerkin Method for Darcy Flow and Transport
A combined hybrid mixed and hybridizable discontinuous Galerkin method is formulated for the flow and transport equations. Convergence of the method...
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Integrability, Similarity Reductions and New Classes of Exact Solutions for (3+1)-D Potential Yu–Toda–Sasa–Fukuyama Equation
In this investigation, the (3+1)-D potential Yu–Toda–Sasa–Fukuyama (YTSF) equation that arises in physical dynamics is studied for passing the...
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Tubes containing string modules in symmetric special multiserial algebras
Symmetric special multiserial algebras are algebras that correspond to decorated hypergraphs with orientation, called Brauer configurations. In this...
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Piecewise regularity results for linear elliptic systems with piecewise regular coefficients
We obtain piecewise regularity results for linear elliptic systems with piecewise regular coefficients arising from composite materials. We find...
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Set-valued Data
Since fuzzy sets are generalizations of ordinary sets, we present in this Chapter the essentials of random set theory for statistics. This material...
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Modeling of Fuzzy Data
Fuzzy data are imprecise data obtained from measurements, perception or by interviewing people. Typically, those data are expressed in linguistic...
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Tests of Hypothesis: Means
In many expositions of fuzzy methods, fuzzy techniques are described as an alternative to a more traditional statistical approach. In this chapter,...
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A Canonical Form for the Design of Unknown Input Sliding Mode Observers
The concept of sliding mode control [11, 27, 32] has been extended to the problem of the state estimation by an observer, both for linear [10, 32]...
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Practical Higher Order Sliding Mode Control: An Optimal Control Based Approach with Application to Electromechanical Systems
It is well known that the standard features of sliding mode Systems are high accuracy and robustness with respect to various internal and external...
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Switching and Sliding Control of Limit Cycles in Planar Systems – Nonsmooth Bifurcation Techniques
Recently a new technique for controlling (or suppressing) limit cycles has been proposed in the literature [3], [1], [2] which is based on the...
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Finite-Time Stability and Stabilization: State of the Art
Researchers have studied asymptotic stability since its emergence at the end of the 19th and the beginning of the 20th century with the fundamental...
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