[PDF] Top 20 Quantitative rates of convergence to equilibrium for the degenreate linear Boltzman equation on the Torus
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Quantitative rates of convergence to equilibrium for the degenreate linear Boltzman equation on the Torus
... study the linear relaxation Boltzmann equation on the torus with a spatially varying jump rate which can be zero on large sections of the ...this equation converges ... Voir le document complet
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QUANTITATIVE RATES OF CONVERGENCE TO EQUILIBRIUM FOR THE DEGENERATE LINEAR BOLTZMANN EQUATION ON THE TORUS
... study the linear relaxation Boltzmann equation on the torus with a spatially varying jump rate which can be zero on large sections of the ...this equation converges ... Voir le document complet
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Hypocoercivity in Phi-entropy for the linear relaxation Boltzmann equation on the Torus
... BOLTZMANN EQUATION ON THE ...studies convergence to equilibrium for the spatially inhomogeneous lin- ear relaxation Boltzmann equation in Boltzmann entropy and ... Voir le document complet
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HYPOCOERCIVITY IN PHI-ENTROPY FOR THE LINEAR RELAXATION BOLTZMANN EQUATION ON THE TORUS
... due to he assumptions we made on Φ therefore the Hessian is positive definite so ˜ φ is ...strategy for the proof. Our goal is to get constructive rates of ... Voir le document complet
19
Convergence analysis of hybrid high-order methods for the wave equation
... estimates for the wave equation semi-discretized in space by the hybrid high-order (HHO) ...lead to optimal convergence rates for smooth ...first the ... Voir le document complet
32
Rates of convergence for robust geometric inference
... that the rate of convergence of ∆ n, k n ,r (x) directly depends on the regularity at zero of F x,r −1 ...appears to be the relevant quantity to describe ... Voir le document complet
38
On the linear convergence of the multi-marginal Sinkhorn algorithm
... Eventhough the Sinkhorn algorithm 1 is more than 50 years old [16], it has attracted a considerable attention in the last ...at the heart of efficient solvers for the entropic ... Voir le document complet
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Enhanced convergence estimates for semi-lagrangian schemes Application to the Vlasov-Poisson equation
... Application The computation of a numerical solution to the Vlasov-Poisson equation is very heavy task from the CPU point of ...therefore of major interest to ... Voir le document complet
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Convergence rates of the Heavy-Ball method for quasi-strongly convex optimization
... both the continuous and the discrete case. We provide some convergence rates for the values F (x(t)) − F ∗ along the trajectories of the heavy ball ODE (2) ... Voir le document complet
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Rates of convergence for robust geometric inference
... with the emergence of Topological Data Analysis (Carlsson, 2009), purely geo- metric methods have been proposed to infer the geometry of compact subsets of R d ...information ... Voir le document complet
37
Quantitative linearization results for the Monge-Ampère equation
... that for d = 2, |h R | 2 ∼ log R for R ∼ 1 (notice that log R 1) with very high probability and thus ...gives the expected deviation for the transport from the identity plus a ... Voir le document complet
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Quantitative Types for the Linear Substitution Calculus
... refine the λ-calculus by decomposing β-reduction into small steps in order to specify different evaluation strategies imple- mented by abstract ...[1], the op- erational semantics specifies ... Voir le document complet
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Convergence rates for series estimators
... convergence rates for power series and regression spline estimators of projections on the. set & described in equation (2.3)[r] ... Voir le document complet
54
Convergence Rate for the Approximation of the Limit Law of Weakly Interacting Particles 2: Application to the Burgers Equation
... Unite´ de recherche INRIA Lorraine, Technopoˆle de Nancy-Brabois, Campus scientifique, 615 rue du Jardin Botanique, BP 101, 54600 VILLERS LE` S NANCY Unite´ de recherche INRIA Rennes, Ir[r] ... Voir le document complet
53
Convergence of the solutions of the MFG discounted Hamilton-Jacobi equation
... some of these hypothesis will not be explicitly used in this paper; es- pecially the ones on the growth of the Hamiltonian and its ...give for granted several results of ... Voir le document complet
17
Resonant dynamics for the quintic non linear Schrödinger equation
... hold for any set A with # A ≤ 3. However, three modes of a resonant set A can excite the fourth mode of A if this one was initially arbitrary small but not ...— For all 0 < γ < ... Voir le document complet
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Influence of sampling on the convergence rates of greedy algorithms for parameter-dependent random variables
... words, the subspace V n is a quasi-optimal subspace of dimension n for the approximation of random variables f µ (Z) for µ ∈ P in an L 2 norm ...have to be approximated by ... Voir le document complet
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Relativistic transfer equations: maximum principle and convergence to the non-equilibrium regime
... . The end of the paper is devoted to the proof of this convergence ...Proof of theorem 3.4 In this section the proof of the convergence ... Voir le document complet
33
Optimal linear drift for the speed of convergence of an hypoelliptic diffusion
... in the elliptic case. Indeed, the part of c which is due to slow regularization may badly behave with ...since the optimal (A, D) 2 I(S) we will consider will be very degenerated ... Voir le document complet
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Convergence of the solutions of the discounted Hamilton-Jacobi equation : A counterexample
... is the same for the right-hand side matrix. In the game Γ, Player 1 can play only pure actions (1 or 0), and Player 2 can play 1 with some probability j ∈ ...convenient to understand ... Voir le document complet
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