Contents:
Readership: Graduate students and researchers in pure and applied mathematics.
- Integral-Like Operators with Time-Varying Parameters, and Variational Convergence (Z Artstein)
- Linearization and Decoupling of Dynamical and Semidynamical Systems (B Aulbach & B M Garay)
- On the Asymptotic Behaviour of First Order Neutral Differential Equations with Distributed Delay (D Bainov & V Petrov)
- Local Properties for Local Solutions Relative to Dirichlet Forms (M Biroli)
- The Time Optimal Control of Predator-Prey System with Intrespecific Struggle (A G Buyvolova et al.)
- Global Existence of Small Amplitude Solutions of Nonlinear Hyperbolic Equations via Weighted Estimates of Sobolev Norms Associated with a Lie Group (V Covachev)
- Recent Trends in the Method of Vector Lyapunov Functions (V Lakshmikantham)
- Oscillation of Second Order Nonlinear Sublinear Differential Equations (B S Lalli)
- Existence and Uniqueness Results for Nonlinear Sturm-Liouville Boundary Value Problems via Shooting Methods (R Lemmert)
- On Attractivity for Nonautonomous Differential Systems (X Liu)
- C-Semigroups and Semigroups of Linear Operators (I Miyadera)
- Impulsive Dynamical Systems (S Nenov & D Bainov)
- Asymptotic Behavior toward the Rarefaction Wave of the Solutions of the Burgers Equation with Nonlinear Degenerate Viscosity (K Nishihara)
- KdV Polynomials, Darboux Transform and Λ -Operator (M Ohmiya)
- Removable Singularities of the Solutions of Fully Nonlinear Systems of Partial Differential Equations (P R Popivanov)
- Separability of Second-Order Differential Equations (W Sarlet & E Martínez)
- Some Existence Results for Nontrivial Solutions of Hammerstein Integral Equations (S E Tersian)
- Existence of Solutions and Extremal Quasisolutions of the Nonlocal Problems (A S Vatsala)
- Approximations of Control/Uncertain Differential Systems by Means of Discrete-Time Systems (V Veliov)
- Asymptotic Stabilitty of the Zero Solution of a Scalar Differential Equation with “Maxima” (H Voulov)
- Uniform and Nonuniform Stabilitty for Ordinary Differential Equations with “Maxima” (H Voulov)
Readership: Graduate students and researchers in pure and applied mathematics.
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