Global attractors of one-dimensional parabolic equations: sixteen examples
Global properties of the th order linear differential equations
Gradient alternating-direction methods
Hamiltonian systems with periodic nonlinearities
Hardy space methods for nonlinear partial differential equations
Hermite interpolation on simplexes in the finite element method
Heteroclinic cycles in ecological differential equations
Homogenization and correctors for nonlinear elliptic equations
Homogenization for variational and quasi-variational inequalities
Homogenization of differential operators
Ignition for a gaseous thermal reaction
Improved K-K algorithm for computing Lyapunov values
Integral and asymptotic equivalence of two systems of differential equations
Integral manifolds and nonlinear oscillations
Integral representations of bounded harmonic functions
Interior error estimates of projection methods
Invariant sets for semilinear parabolic and elliptic systems
Iterative methods, preconditioning & numerical PDEs (IMET 2004). Preface
Lecture Notes of the Seventh International School on “Mathematical Theory in Fluid Mechanics”. Foreword
Linear differential equations - global theory