Results 61 to 70 of about 934 (139)
Diversity Politics and the Politics of Difference
This chapter employs Iris Marion Young’s framework of two types of politics of difference — the structural inequality model and the societal cultural model — to unpack and analyse the ‘difference’ that is articulated in diversity politics. Application of
de Jong, Sara, Sara de Jong
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Bullen-Mercer type inequalities with applications in numerical analysis
In mathematical analysis theory of inequalities has considerable influence due to its massive utility in various fields of physical sciences. These are investigated via multiple approaches to acquire more precise and rectified forms of already celebrated
Miguel Vivas–Cortez +4 more
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A New AILC for a Class of Nonlinearly Parameterized Systems with Unknown Delays and Input Dead-Zone
This paper presents an adaptive iterative learning control (AILC) scheme for a class of nonlinear systems with unknown time-varying delays and unknown input dead-zone. A novel nonlinear form of deadzone nonlinearity is presented.
Jian-ming Wei, Yun-an Hu, Mei-mei Sun
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This study focuses on developing a control methodology for exoskeleton robots designed for lower limb rehabilitation, specifically addressing the needs of elderly individuals and pediatric therapy.
Sahar Jenhani +2 more
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State and market integration in China: A spatial econometrics approach to 'local protectionism' [PDF]
In the past two decades, controversial evidence has been produced supporting the case for local protectionism in China. This paper overviews the most important contributions and presents a new approach which applies spatial econometrics on prefectural ...
Herrmann-Pillath, Carsten +2 more
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Young's (in)equality for compact operators [PDF]
If a, b are n × n matrices, T. Ando proved that Young’s inequality is valid for their singular values: if p > 1 and 1/p + 1/q = 1, then λk(|ab∗ |) ≤ λk 1 p |a| p + 1 q |b| q for all k. Later, this result was extended for the singular values of a pair
Larotonda, Gabriel Andrés
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A Nonlinear Generalizations of Dynamic Inequalities on Time Scales
Considering the distinctive generalization of the Gronwall-Bellman inequality, in this paper we innovates new dynamical inequalities on time scale. These inequalities will be acted a profound tools for studying qualitative properties such as uniqueness ...
Vikas Sopan Jadhav +3 more
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This article investigates new classes of integral inequalities within the framework of a recently introduced fractional operator: the cotangent fractional integral with respect to a rising function (RAF) ℵ. The cornerstone of this study is the derivation
Ibtehal Alazman +3 more
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This paper introduces an almost disturbance decoupling approach to address the disturbance problem for a class of underactuated nonlinear systems. First, a residual system is constructed using a virtual controller and partial differential equations. Next,
Renhan Wu +4 more
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Fractional Error Bounds for Lobatto Quadrature: A Convexity Approach via Riemann–Liouville Integrals
In this paper, we establish a new fractional integral identity linked to the 4-point Lobatto quadrature rule within the Riemann–Liouville fractional calculus framework.
Li Liao +4 more
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