Geodesic

Tome 39 (2003) no. 11

Sommaire

A Finite-Dimensional Approximation Method in Optimal Control Theory
p. 1443-1451
Necessary Solvability Conditions for Multiparameter Riccati Equations in the Robust Output Feedback $H^\infty$-Control Problem
p. 1452-1456
Solution of the Absolute Stabilization Problem for Delay Systems in the Class of Finite-Dimensional Controllers
p. 1457-1466
On a Class of Transformations and Invariants of Linear Control Systems
p. 1467-1473
Control Under Indeterminacy and Double Constraints
p. 1474-1486
Categories and Foundations of the Theory of Nonlinear Controlled Dynamical Systems: II
p. 1487-1496
On Nonsmooth Multivalent Guiding Functions
p. 1497-1502
Global Stabilization of Affine Systems via Virtual Outputs
p. 1503-1510
Finding Homoclinic and Heteroclinic Contours of Singular Points of Nonlinear Systems of Ordinary Differential Equations
p. 1511-1520
On a Nonlinear Optimal Investment Problem
p. 1521-1526
New Cooperative Theory and Program Differential Games
p. 1527-1535
Smoothness of the Generalized Solution of an Elliptic Equation with Nonpower Degeneracy
p. 1536-1542
A Boundary Control Problem for a Nonlinear Parabolic Equation
p. 1543-1549
A Time-Periodic Solution of the Equation of Forced Vibrations of a String with Homogeneous Boundary Conditions
p. 1550-1555
The Phase Space of the Cauchy–Dirichlet Problem for a Nonclassical Equation
p. 1556-1561
On the Maximum Possible Negativity Margin for the First Derivative (First Difference) of a Quadratic Lyapunov Function
p. 1562-1563
On the Construction of the Homoclinic Butterfly Bifurcation Surface for the Lorenz System
p. 1564-1565
A Modification of Perron's Counterexample
p. 1566-1567
On the Completeness of Eigenfunctions of a Nonlocal Gellerstedt Boundary Value Problem
p. 1568-1570
On the Method of Indeterminate Coefficients for Nonhomogeneous Linear Ordinary Differential Equations
p. 1571-1573
Pontryagin Readings-XIV at Voronezh Spring Mathematical School “Modern Methods in Qualitative Theory of Boundary Value Problems”
Seminar on the Qualitative Theory of Differential Equations at Moscow State University
p. 1575-1579