Results 71 to 80 of about 667 (82)

Hypocoercivity for the non-linear semiconductor Boltzmann equation [PDF]

arXiv
A kinetic model for semiconductor devices is considered on a flat torus. We prove exponential decay to equilibrium for this non-linear kinetic model by hypocoercivity estimates. This seems to be the first hypocoercivity result for this nonlinear kinetic equation for semiconductor devices without smallness assumptions. The analysis benefits from uniform
arxiv  

On a novel gradient flow structure for the aggregation equation. [PDF]

Calc Var Partial Differ Equ
Esposito A, Gvalani RS, Schlichting A, Schmidtchen M.   +3 more
europepmc   +1 more source

The State of US Health, 1990-2016: Burden of Diseases, Injuries, and Risk Factors Among US States.

JAMA, 2018
US Burden of Disease Collaborators, Mokdad AH, Ballestros K, Echko M, Glenn S, Olsen HE, Mullany E, Lee A, Khan AR, Ahmadi A, Ferrari AJ, Kasaeian A, Werdecker A, Carter A, Zipkin B, Sartorius B, Serdar B, Sykes BL, Troeger C, Fitzmaurice C, Rehm CD, Santomauro D, Kim D, Colombara D, Schwebel DC, Tsoi D, Kolte D, Nsoesie E, Nichols E, Oren E, Charlson FJ, Patton GC, Roth GA, Hosgood HD, Whiteford HA, Kyu H, Erskine HE, Huang H, Martopullo I, Singh JA, Nachega JB, Sanabria JR, Abbas K, Ong K, Tabb K, Krohn KJ, Cornaby L, Degenhardt L, Moses M, Farvid M, Griswold M, Criqui M, Bell M, Nguyen M, Wallin M, Mirarefin M, Qorbani M, Younis M, Fullman N, Liu P, Briant P, Gona P, Havmoller R, Leung R, Kimokoti R, Bazargan-Hejazi S, Hay SI, Yadgir S, Biryukov S, Vollset SE, Alam T, Frank T, Farid T, Miller T, Vos T, Bärnighausen T, Gebrehiwot TT, Yano Y, Al-Aly Z, Mehari A, Handal A, Kandel A, Anderson B, Biroscak B, Mozaffarian D, Dorsey ER, Ding EL, Park EK, Wagner G, Hu G, Chen H, Sunshine JE, Khubchandani J, Leasher J, Leung J, Salomon J, Unutzer J, Cahill L, Cooper L, Horino M, Brauer M, Breitborde N, Hotez P, Topor-Madry R, Soneji S, Stranges S, James S, Amrock S, Jayaraman S, Patel T, Akinyemiju T, Skirbekk V, Kinfu Y, Bhutta Z, Jonas JB, Murray CJL.   +115 more
europepmc   +1 more source

MR2993918 (Review) 82C40 (35A35 35Q20) Fournier, Nicolas (F-UPEC-LAM); Godinho, David (F-UPEC-LAM) Asymptotic of grazing collisions and particle approximation for the Kac equation without cutoff. (English summary) Comm. Math. Phys. 316 (2012), no. 2, 307–344.1432-0916

, 2013
review for MATHEMATICAL ...
Valeria Ricci
openaire   +2 more sources

Some of the next articles are maybe not open access.

Related searches:

Small Collaboration: Modeling Phenomena from Nature by Hyperbolic Partial Differential Equations

Oberwolfach Reports, 2022
Nonlinear hyperbolic partial differential equations constitute a plethora of models from physics, biology, engineering, etc. In this workshop we cover the range from modeling, mathematical questions of well-posedness, numerical discretization and ...
C. Klingenberg, Qin Li, M. Pirner
semanticscholar   +1 more source

Many-Body Quantum Systems and Effective Theories

, 2016
In the last years, substantial progress has been made in many areas of mathematical physics. The goal of this workshop was to bring together researchers working on analytic and probabilistic aspects of many-body quantum systems and quantum statistical ...
C. Hainzl, B. Schlein, R. Seiringer
semanticscholar   +1 more source

The KdV Equation in Stratified Fluid Flow

, 1983
This paper describes a method for the formal derivation of the equation governing long waves on the surface of a shallow fluid which is stably and continuously stratified.
A. Jeffrey
semanticscholar   +1 more source

Relations Between Certain Abstract Sobolev Problems and an Associated Euler-Poisson-Darboux Problems

, 1985
AMS (MOS): 35Q20, 34G10 Let X be a Banach space and let B be the generator of a continuous group in X such that A = B2 generates an equibounded semi-group. Let C generate a continuous group in X or else generate an equibounded semi-group in X . If A · C =
R. Carroll, L. Bragg
semanticscholar   +1 more source

Numerical Study of Partially Conservative Moment Equations in Kinetic Theory

, 2017
Moment models are often used for the solution of kinetic equations such as the Boltzmann equation. Unfortunately, standard models like Grad’s equations are not hyperbolic and can lead to nonphysical solutions.
Julian Koellermeier, M. Torrilhon
semanticscholar   +1 more source

On Singular Closures for the 5-Moment System in Kinetic Gas Theory

, 2015
Moment equations provide a flexible framework for the approximation of the Boltzmann equation in kinetic gas theory. While moments up to second order are sufficient for the description of equilibrium processes, the inclusion of higher order moments, such
R. Schaerer, M. Torrilhon
semanticscholar   +1 more source