Arnold, Vladimir I.
Lectures on Partial Differential Equations Vladimir I. Arnold - 157 páginas : ilustraciones 23 cm.
The General Theory for one First-Order Equation -- Huygens’ Principle in the Theory of Wave Propagation -- The Vibrating String (d’Alembert’s Method) -- The Fourier Method (for the Vibrating String)-- The Theory of Occillations. The Variational Principle -- Properties of Harmonic Functions -- The Fundamental Solution for the Laplacian. Potentials -- The Double–Layer Potential -- Spherical Functions. Maxwell´s Theorem. The Removable Singularities Theorem – Boundary-Value Problems for Laplace´s Equation. Theory of Linear Equation and Systems -- The Topological Content of Maxwell´s Theorem on the Multifield Representation of Spherical Functions --
3540404481
Ecuaciones diferenciales parciales
Partial differential equations
515.353 / Ar641l
Lectures on Partial Differential Equations Vladimir I. Arnold - 157 páginas : ilustraciones 23 cm.
The General Theory for one First-Order Equation -- Huygens’ Principle in the Theory of Wave Propagation -- The Vibrating String (d’Alembert’s Method) -- The Fourier Method (for the Vibrating String)-- The Theory of Occillations. The Variational Principle -- Properties of Harmonic Functions -- The Fundamental Solution for the Laplacian. Potentials -- The Double–Layer Potential -- Spherical Functions. Maxwell´s Theorem. The Removable Singularities Theorem – Boundary-Value Problems for Laplace´s Equation. Theory of Linear Equation and Systems -- The Topological Content of Maxwell´s Theorem on the Multifield Representation of Spherical Functions --
3540404481
Ecuaciones diferenciales parciales
Partial differential equations
515.353 / Ar641l