I. The Transformation of Laplace's Equation II. The Solution of Laplace's Equation in Polar Coordinates III. The Legendre's Associated Functions IV. Spherical Harmonics V. Spherical Harmonics of General Type VI. Approximate Values of the Generalized Legendre's Functions VII. Representation of Functions by Series VIII. The Addition Theorems for General Legendre's Functions IX. The Zeros of Legendre's Functions and Associated Functions X. Harmonics for Spaces Bounded by Surfaces of Revolution XI. Ellipsoidal Harmonics
Specificaties
Auteur
E.W. Hobson
Uitgever
Chelsea Publishing Company
Jaar
1955 (orig. 1931)
Druk
-
Aantal pagina's
500
Taal
Engels
Doos
H002
Betalingen & retouren
Betaalmethoden
Overboeking
Stuur bericht
Aanmelden om een vraag te stellen aan de verkoper.
I. General introductionII. The Fourier integral as basis of the operational calculusIII. Elementary operational imagesIV. Elementary rulesV. The delta or impulse functionVI. Questions concerning the convergence of the definition integralVII. Asymptotic relations and operational transposition of seriesVIII. Linear differential equations with constant coefficientsIX. Simultaneous linear differential equations with constant coefficients; electric-circuit theoryX. Linear differential equations with ...
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