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Stabilization of fractional bilinear systems with multiple inputs
In this paper, we study in a constructive way the stabilization problem of fractional bilinear systems with multiple inputs. Using the quadratic...
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The role of A\(\beta \) and Tau proteins in Alzheimer’s disease: a mathematical model on graphs
In this Note we study a mathematical model for the progression of Alzheimer’s Disease in the human brain. The novelty of our approach consists in the...
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Generalized convergence conditions for the local and semilocal analyses of higher order Newton-type iterations
In this work, some higher order Newton-type iterative methods are analyzed comprehensively in Banach spaces to estimate the locally unique solutions...
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Optimality Conditions for Quasi Proper Solutions in Multiobjective Optimization with a Polyhedral Cone
In this work, a multiobjective optimization problem is considered, where the feasible set is given by a cone-constraint and the ordering cone is...
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New Convergence Mode For Generalized Spectrum Approximation
AbstractIn this paper, we introduce a new convergence mode to deal with the generalized spectrum approximation of two bounded operators. This new...
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Convergence analysis for the King-Werner method under \(\gamma -\)conditions
The purpose of this paper is to study a semilocal convergence result for the King-Werner iterative method in Banach space setting under a gamma-type...
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Uncertain hypothesis test for uncertain differential equations
Uncertain hypothesis test is a statistical tool that uses uncertainty theory to determine whether some hypotheses are correct or not based on...
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On Quasi-Stationary Mean Field Games of Controls
In Mean Field Games of Controls, the dynamics of the single agent is influenced not only by the distribution of the agents, as in the classical...
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Disjunctive logic programs, answer sets, and the cut rule
In Minker and Rajasekar (J Log Program 9(1):45–74, 1990), Minker proposed a semantics for negation-free disjunctive logic programs that offers a...
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Revisiting Risk Premia in Electricity Markets
Motivated by the controversial empirical evidence, we deeply investigate the model proposed by Bessembinder and Lemmon (2002) and their hypotheses....
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Rate of Convergence of a Risk Estimator to the Normal Law in a Multiple Hypothesis Testing Problem Using the FDR Threshold
AbstractProblems of the multiple testing of hypotheses on the significance of observations hold an important place in applied statistics and are used...
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Solving convex uncertain PDE-constrained multi-dimensional fractional control problems via a new approach
In this paper, the class of uncertain multi-dimensional fractional control problems with the first-order PDE constraints is investigated. The robust...
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Introduction
Continuum theories, or classical field theories, provide the scientific foundations for modern technology. The strengths of structures and the flow...
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Contact Bending Problem for a Multilayer Composite Plate with Allowance for Different Moduli of Elasticity in Tension and Compression
AbstractThe paper considers the contact bending problem for a multilayer composite plate. Each layer of the composite is a material reinforced with...
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The Maximum Principle
The classical maximum principle was introduced in Chap. 1 . This fundamental theorem is a set of necessary...
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Robust Approach for Uncertain Multi-Dimensional Fractional Control Optimization Problems
In this paper, we focus our study on a multi-dimensional fractional control optimization problem involving data uncertainty (FP) and derive the...