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Minimal measures beyond Mather
For a positive definite Lagrangian, the minimal measure was defined in terms of first homology or cohomology class. For a configuration manifold that...
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Uniqueness of weak solutions of the Plateau flow
In this paper, we study the uniqueness of weak solutions of the heat flow of half-harmonic maps, which was first introduced by Wettstein as a...
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Pricing and carbon reduction decisions for a new uncertain dual-channel supply chain under cap-and-trade regulation
This study concentrates on the pricing issue in a low-carbon dual-channel (DC) supply chain, where the upper-level manufacturer is regulated by the...
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Proximal Point Method for Quasiconvex Functions in Riemannian Manifolds
This paper studies the convergence of the proximal point method for quasiconvex functions in finite dimensional complete Riemannian manifolds. We...
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Convex optimization via inertial algorithms with vanishing Tikhonov regularization: fast convergence to the minimum norm solution
In a Hilbertian framework, for the minimization of a general convex differentiable function f , we introduce new inertial dynamics and algorithms that...
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Asymptotic upper bounds for an M/M/C/K retrial queue with a guard channel and guard buffer
The paper deals with Markovian multiserver retrial queuing system with exponential abandonments, two types of arrivals: Fresh calls and Handover...
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Regularity for quasi-minima of the Alt–Caffarelli functional
We investigate regularity estimates of quasi-minima of the Alt–Caffarelli energy functional. We prove universal Hölder continuity of quasi-minima and...
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The compressible Euler system with nonlocal pressure: global existence and relaxation
We here investigate a modification of the compressible barotropic Euler system with friction, involving a fuzzy nonlocal pressure term in place of...
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Convergence rate of LQG mean field games with common noise
This paper focuses on exploring the convergence properties of a generic player’s trajectory and empirical measures in an N -player...
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The Weighted p-Norm Weight Set Decomposition for Multiobjective Discrete Optimization Problems
Many solution algorithms for multiobjective optimization problems are based on scalarization methods that transform the multiobjective problem into a...
