STOCHASTIC 1D BURGERS EQUATION AS A MODEL FOR HYDRODYNAMICAL TURBULENCEThis work is a review with proofs of a group of results on the stochastic
Burgers equation
PROVOCATION-BASED PR STRATEGIES OF BURGER KINGThis article explores the key marketing strategies of the worldwide famous
Burger King company
Lack of controllability of the viscous Burgers equation: part I-the $$\mathrm{L}^\infty $$ setting, Providence, pp 215–243, 2007) concerning the controllability of the viscous
Burgers equation $$u_t+(u^2/2)_x
Lack of controllability of the viscous Burgers equation: part I—the L ∞ setting, Providence, pp 215–243, 2007) concerning the controllability of the viscous
Burgers equation ut+(u2/2)x
Optimal convergence order for multi-scale stochastic Burgers equation-dimensional stochastic
Burgers equation. Based on the techniques of Galerkin approximation, Kolmogorov equation
The Problem of Large Local Fluctuations Appearance in the framework of a hydrodynamic model based on the
Burgers equation. Solutions of the
Burgers equation in a
Exponential stability of the flow for a generalized Burgers equation on a circleThe paper deals with the problem of stability for the flow of the 1D
Burgers equation on a circle
On the Solvability of a Burgers-type Equation with a Specia Type of NonlinearityFrolenkov, Igor V.,
Sorokin, Roman V.,
Zubrov, Ivan E.,
Фроленков, Игорь В.,
Сорокин, Роман В.,
Зубров, Иван Е. This paper considers a one-dimensional parabolic
Burgers equation of special form with
Cauchy data