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Fluid Limit of Generalized Jackson Queueing Networks with Stationary and Ergo...
We use a sample-path technique to derive asymptotics of generalized Jackson queueing networks in the fluid scale, namely when space and time are scaled by the same... -
A nonlinear boundary value problem solved by spectral methods
We study a nonlinear boundary value problem posed in the interior or the exterior of the unit disk in R2. Using capacity operator, we transform it into a... -
General equilibrium and fixed-point theory: a partial survey
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Controllability of a nonlinear hybrid system
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High-performance floating-point computing on reconfigurable circuits
Due to their potential performance and unmatched flexibility, FPGA-based accelerators are part of more and more high-performance computing systems. However, exploiting... -
A scenario for symmetry breaking in Caffarelli-Kohn-Nirenberg inequalities
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Convergence of the D-iteration algorithm: convergence rate and asynchronous d...
In this paper, we define the general framework to describe the diffusion operators associated to a positive matrix. We define the equations associated to diffusion... -
Viscosity Approximation Methods for Fixed-Points Problems
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A partial complement method for approximating solutions of a primal dual fixe...
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A proximal iterative approach to a non-convex optimization problem
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On the convergence of splitting proximal methods for equilibrium problems in ...
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A Variable Krasnoselski-Mann Algorithm for a New Class of Fixed Point Problems
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Strong convergence of an iterative method for hierarchical fixed point problems
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Well-posedness for a one-dimensional fluid-particle interaction model
The fluid-particle interaction model introduced by the three last authors in [J. Differential Equations, 245 (2008), pp. 3503-3544] is the object of our study. This... -
Asymptotic behavior of compositions of under-relaxed nonexpansive operators
In general there exists no relationship between the fixed point sets of the composition and of the average of a family of nonexpansive operators in Hilbert spaces. In...
