Semigroups of Operators -Theory and Applications

Chapter 1 The Evolution of Operator Semigroups

Chapter 2 On Nonlocal Perturbations of Integral Kernels

Chapter 3 Convolution Operators as Generators of One-Parameter Semigroups

Chapter 4 One-Parameter Semigroups in the Algebra of Slowly Increasing Functions

Chapter 5 Some Remarks on the Krein-von Neumann Extension of Different Laplacians

Chapter 6 On Strong Convergence to Ergodic Projection for Perturbed Substochastic Semigroups

Chapter 7 On Robustness of Strongly Stable Semigroups with Spectrum on $$i\mathbb {R}$$ i R

Chapter 8 Uniform Stabilization with Arbitrary Decay Rates of the Oseen Equation by Finite-Dimensional Tangential Localized Interior and Boundary Controls

Chapter 9 The Null Volatility Limit of the Chaotic Black-Scholes Equation

Chapter 10 On Semigroups of Large Particle Systems and Their Scaling Asymptotic Behavior

Chapter 11 The Numerical Algorithms for the Measurement of the Deterministic and Stochastic Signals

Chapter 12 Dynamics of Spatial Logistic Model: Finite Systems

Chapter 13 An Optimal Control of the Solutions of the Initial-Final Problem for Linear Sobolev Type Equations with Strongly Relatively p-Radial Operator

Chapter 14 Two Approaches to Infinite Dimensional Extension of Feynman-Kac Theorem

Chapter 15 Piecewise deterministic Markov processes in biological models

Chapter 16 The Nonautonomous Linear Oskolkov Model on a Geometrical Graph: The Stability of Solutions and the Optimal Control Problem

Chapter 17 Dynamical Measurements in the View of the Group Operators Theory

Chapter 18 Complex Potentials: Bound States, Quantum Dynamics and Wave Operators

Chapter 19 The Dynamics of Enzyme Inhibition Controlled by Piece-Wise Deterministic Markov Process

Chapter 20 The Stochastic Linear Oskolkov Model of the Oil Transportation by the Pipeline

Chapter 21 The Linearized Benney–Luke Mathematical Model with Additive White Noise