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Robust Fault Detection Using Sliding Mode Observers
The purpose of a Fault Detection & Isolation (FDI) scheme is to generate an alarm when a fault occurs in the system being monitored, and also to... -
Sliding Mode Control Application to Nano Positioners
High precision motion control has become an essential requirement in today’s advanced manufacturing systems such as machine tools,... -
Identification of Parameters in Dynamic Systems via Sliding-Mode Techniques
Modern Identification Theory ([11], [12], [10]) basically deals with the problem of the efficient extraction of signal and systems dynamic properties... -
Output Feedback Sliding Mode Control for a Class of Uncertain Multivariable Systems with Unmatched Nonlinear Disturbances
In this chapter, an output-feedback sliding mode (OFSM) controller for a class of multi-input-multi-output (MIMO) uncertain nonlinear systems is... -
Variable Structure Control Systems using Sectors for Switching Rule Design
Variable Structure (VS) Control Systems have been mainly considered in terms of sliding mode control [1–5]. The VS control law lets the system reach... -
Rogers–Ramanujan type identities involving double, triple and quadruple sums
We prove a number of new Rogers–Ramanujan type identities involving double, triple and quadruple sums. They were discovered after an extensive search...
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Pricing of shout option in uncertain financial market
The shout option allows the investors to make "shouts" to the seller throughout the option’s duration. The investors’ payoff is higher between the...
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Sound field reconstruction using improved ℓ1-norm and the Cauchy penalty method
Automotive noise source identification is important for improving driving comfort and protecting people’s auditory health. However, the stable,...
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Gradient-Based Monte Carlo Methods for Relaxation Approximations of Hyperbolic Conservation Laws
Particle methods based on evolving the spatial derivatives of the solution were originally introduced to simulate reaction-diffusion processes,...
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On m-Closure of Ideals in LBI-Subalgebras
Let C ( X ) be the ring of all continuous real-valued functions on a completely regular Hausdorff space X . A subalgebra A ( X ) of C ( X ) is said to be...
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Two inertial hybrid projection algorithms for solving a class of split common solution problems
In this paper, we introduce two new inertial hybrid projection algorithms for solving the split common solution problem with multiple output sets. We...
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Weakly Compressible Two-Layer Shallow-Water Flows Along Channels
In this paper, we formulate a model for weakly compressible two-layer shallow water flows with friction in general channels. The formulated model is...
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Distributed Optimization and Scaling Design for Solving Sylvester Equations
This paper develops distributed algorithms for solving Sylvester equations. The authors transform solving Sylvester equations into a distributed...
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Parametrizations of subsets of the space of valuations
In this paper we present different ways to parametrize subsets of the space of valuations on K [ x ] extending a given valuation on K . We discuss the...
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On the Connected Blocks Polytope
In this paper, we study the connected blocks polytope, which, apart from its own merits, can be seen as the generalization of certain connectivity...