Application of the Variational Iteration Method to Nonlinear Volterra’s Integro-Differential Equations

Articles in the same Issue

1. Approximate Solutions for Conservative Nonlinear Oscillators by He’s Homotopy Method
2. Application of the Variational Iteration Method to Nonlinear Volterra’s Integro-Differential Equations
3. Existence and Blow up of Solutions of the Cauchy Problem of the Generalized Damped Multidimensional Improved Modified Boussinesq Equation
4. Fractional Diffusion Equation in Cylindrical Symmetry: A New Derivation
5. Fourier-Bessel Expansions of Electromagnetic Fields in Chiral Cylindrical Structures
6. The Analysis Approach of Boundary Layer Equations of Power-Law Fluids of Second Grade
7. On Convergence Generation in Computing the Electro-Magnetic Casimir Force
8. Nonlinear Instability of Rayleigh-Taylor Waves Subjected to Time-Dependent Temperatures
9. Effect of Doping Concentration on Zn_1-XMn_xO Thin Films Grown by RF Magnetron Sputtering
10. A Gated Four Probe Technique for Field Effect Measurements on Disordered Organic Semiconductors
11. Thermal Stability of FeS₂ Cathode Material in “Thermal” Batteries: Effect of Dissolved Oxides in Molten Salt Electrolytes
12. Substituent Effects on the Hydrolysis of p-Substituted Benzonitriles in Sulfuric Acid Solutions at (25.0± 0.1) °C
13. Investigation of the Local Lattice Structure and the Effects of the Orbital Reduction Factor on the g Factors of a Trigonal [Ni(H₂O)₆]²⁺ Cluster in NiTiF₆ · 6H₂O and ZnSiF₆ · 6H₂O Crystals at Different Temperatures
14. Energy Levels and g Factors of Cu²⁺-Doped Bis(L-asparaginato)zinc(II)