Operational Methods in Applied Mathematics

I. Ordinary linear differential equations with constant coefficients
II. Electric circuit theory
III. Dynamical applications
IV. The inversion theorem for the Laplace transformation and its applications to ordinary linear differential equations with constant coefficients
V. Laplace transform method in the solution of linear partial differential equations
VI. Conduction of heat
VII. Vibrations of continuous mechanical systems
VIII. Hydrodynamics
IX. Electric transmission lines
X. Electric wave and diffusion problems
XI. Impulsive functions
XII. General theorems of the Laplace transformation
XIII. Solutions suitable for large or small values of the time
XIV. Chains of differential equations
XV. Boundary value problems for ordinary linear differential equations