IMPROVED LINEAR RESPONSE FOR STOCHASTICALLY DRIVEN SYSTEMS (2010)
Abstract. The recently developed short-time linear response algorithm, which predicts the average response of a nonlinear chaotic system with forcing and dissipation to small external perturbation,...
THE MULTIDIMENSIONAL MAXIMUM ENTROPY MOMENT PROBLEM: A REVIEW ON NUMERICAL METHODS ∗ (2010)
Abstract. Recently the author developed a numerical method for the multidimensional momentconstrained maximum entropy problem, which is practically capable of solving maximum entropy problems in the...
Improved linear response for stochastically driven systems (2010)
The recently developed short-time linear response algorithm, which predicts the average response of a nonlinear chaotic system with forcing and dissipation to small external perturbation, generally...
Mathematics Series B, Rafail V. Abramov
Short-time linear response with reduced-rank tangent map ∗∗
Abramov, Rafail V., Majda, Andrew J.
Discrete numerical approximations with additional conserved quantities are developed here both for barotropic geophysical flows generalizing the 2D incompressible fluid equations and suitable...
Rafail V. Abramov, Andrew J. Majda
Discrete numerical approximations with additional conserved quantities are developed here both for barotropic geophysical flows generalizing the 2D incompressible fluid equations and suitable...
Statistically relevant conserved quantities for truncated quasigeostrophic flow
Abramov, Rafail V., Majda, Andrew J.
Systematic applications of ideas from equilibrium statistical mechanics lead to promising strategies for assessing the unresolved scales of motion in many problems in science and engineering. A...
Statistically relevant conserved quantities for truncated quasigeostrophic flow
Abramov, Rafail V., Majda, Andrew J.
Systematic applications of ideas from equilibrium statistical mechanics lead to promising strategies for assessing the unresolved scales of motion in many problems in science and engineering. A...