Applications of Liapunov Stability Theory to Control Systems

Applications of Liapunov stability theory to control system

A Report on Session 12 IFAC Congress, 1966 (engeneering Philosophy of Optimization in the Problemof Analytical Design of Optima Controllers)

Summaries and abstracts on theory, design, optimization, and stability problems of nonlinear control system

An invariance principle in the theory of stability

Invariance principle in Liapunovs stability theor

Optimality and strong stability of control systems

Optimality and strong stability of control syste

Asymptotic stability of sampled nonlinear systems with variable sampling periods -- A bionic application Discussion

Developing Vidals and Laurents criteria for asymptotic stability of nonlinear sampled system using Liapunov function

Dissipative periodic processes

General theory of dissipative periodic systems for dynamic systems defined by differential equation

Theory of a general class of dissipative processes

General theory of dissipative periodic processes for systems defined by partial, functional, or neutral differential equation

Research in the general area of non-linear dynamical systems Final report, 8 Jun. 1965 - 8 Jun. 1967

Nonlinear dynamical systems research on systems stability, invariance principles, Liapunov functions, and Volterra and functional integral equation

Gene induction during differentiation of human monocytes into dendritic cells: an integrated study at the RNA and protein levels

Changes in gene expression occurring during differentiation of human monocytes into dendritic cells were studied at the RNA and protein levels. These studies showed the induction of several gene classes corresponding to various biological functions. These functions encompass antigen processing and presentation, cytoskeleton, cell signalling and signal transduction, but also an increase in mitochondrial function and in the protein synthesis machinery, including some, but not all, chaperones. These changes put in perspective the events occurring during this differentiation process. On a more technical point, it appears that the studies carried out at the RNA and protein levels are highly complementary.Comment: website publisher: http://www.springerlink.com/content/ha0d2c351qhjhjdm

Lyapunov Control on Quantum Open System in Decoherence-free Subspaces

A scheme to drive and manipulate a finite-dimensional quantum system in the decoherence-free subspaces(DFS) by Lyapunov control is proposed. Control fields are established by Lyapunov function. This proposal can drive the open quantum system into the DFS and manipulate it to any desired eigenstate of the free Hamiltonian. An example which consists of a four-level system with three long-lived states driven by two lasers is presented to exemplify the scheme. We have performed numerical simulations for the dynamics of the four-level system, which show that the scheme works good.Comment: 5 pages, 6 figure