Exact Parabolic Asymptotics for Singular n-D Burgers’ Random Fields: Gaussian ApproximationN.N. LeonenkoStochastic Processes and their Applications1998DOI 10.1016/s0304-4149(98)00031-3
Boundary Control of 2-D Burgers’ PDE: An Adaptive Dynamic Programming ApproachTalaei, BehzadInstitute of Electrical and Electronics Engineers2018DOI 10.1109/tnnls.2017.2736786
Medieval Affect, Feeling, and Emotion ed. by Glenn D. Burger and Holly A. CrockerJennifer SiskProject MUSE2020DOI 10.1353/art.2020.0019
Conduct Becoming: Good Wives and Husbands in the Later Middle Ages by Glenn D. BurgerMichelle M. SauerProject MUSE2018DOI 10.1353/sac.2018.0017
Conduct Becoming: Good Wives and Husbands in the Later Middle Ages by Glenn D. BurgerMary-Rose McLarenProject MUSE2020DOI 10.1353/pgn.2020.0074
$L^2$ Decay for Large Perturbations of Viscous Shocks for multi-D Burgers EquationKang, Moon-JinarXiv2024
Household Knowledges in Late-Medieval England and France ed. by Glenn D. Burger and Rory G. CrittenGeorge ShuffeltonProject Muse2020DOI 10.1353/sac.2020.0018
Household Knowledges in Late-Medieval England and France ed. by Glenn D. Burger and Rory G. CrittenWesley Chihyung YuProject MUSE2021DOI 10.1353/art.2021.0007
A Numerical Regime for 1-D Burgers’ Equation Using UAT Tension B-spline Differential Quadrature MethodKapoor, MamtaInforma UK Limited2021DOI 10.1080/15502287.2021.1916175
Variety Interaction Between K-lump and K-kink Solutions for the (3+1)-D Burger System by Bilinear AnalysisYongyi GuElsevier BV2022DOI 10.1016/j.rinp.2022.106032