• Introduction.- Convection in Cylindrical Cavities.- Convection in Liquid Layers.- Convection in Binary Liquids. Amplitude Equations for Stationary and Oscillatory Patterns.- Instabilities of Parallel Flows.- Instabilities of Fronts.- Longwave Modulations of Shortwave Patterns.- Control of Longwave Instabilities.- Outlook.- A. Solvability Conditions for an Inhomogenous Linear Boundary Value Problem.- B. Types of Bifurcations.- C. Stationary Pattern Selection.- D. Regular Wave Patterns.- E. Resonant Perturbations.

“This book represents an important and interesting contribution to the theory of longwave instabilities and patterns in fluids. The hypotheses are clearly stated and the governing parameters are correctly selected, and the governing equations are solved both analytically and numerically. … The book will be of interest for researchers and graduate students in applied mathematics, physics, and engineering. The authors are to be lauded for presenting an excellent book.” (Ioan Pop, zbMATH 1384.76001, 2018)

• Introduction.- Convection in Cylindrical Cavities.- Convection in Liquid Layers.- Convection in Binary Liquids. Amplitude Equations for Stationary and Oscillatory Patterns.- Instabilities of Parallel Flows.- Instabilities of Fronts.- Longwave Modulations of Shortwave Patterns.- Control of Longwave Instabilities.- Outlook.- A. Solvability Conditions for an Inhomogenous Linear Boundary Value Problem.- B. Types of Bifurcations.- C. Stationary Pattern Selection.- D. Regular Wave Patterns.- E. Resonant Perturbations.

“This book represents an important and interesting contribution to the theory of longwave instabilities and patterns in fluids. The hypotheses are clearly stated and the governing parameters are correctly selected, and the governing equations are solved both analytically and numerically. … The book will be of interest for researchers and graduate students in applied mathematics, physics, and engineering. The authors are to be lauded for presenting an excellent book.” (Ioan Pop, zbMATH 1384.76001, 2018)

• Introduction.- Convection in Cylindrical Cavities.- Convection in Liquid Layers.- Convection in Binary Liquids. Amplitude Equations for Stationary and Oscillatory Patterns.- Instabilities of Parallel Flows.- Instabilities of Fronts.- Longwave Modulations of Shortwave Patterns.- Control of Longwave Instabilities.- Outlook.- A. Solvability Conditions for an Inhomogenous Linear Boundary Value Problem.- B. Types of Bifurcations.- C. Stationary Pattern Selection.- D. Regular Wave Patterns.- E. Resonant Perturbations.

“This book represents an important and interesting contribution to the theory of longwave instabilities and patterns in fluids. The hypotheses are clearly stated and the governing parameters are correctly selected, and the governing equations are solved both analytically and numerically. … The book will be of interest for researchers and graduate students in applied mathematics, physics, and engineering. The authors are to be lauded for presenting an excellent book.” (Ioan Pop, zbMATH 1384.76001, 2018)