Ordinary Differential Equations and Operators: A Tribute to F.V. Atkinson : Proceedings of a Symposium Held at Dundee, Scotland, March-July, 1982William Norrie Everitt, Roger T. Lewis |
Contents
Das Gesetz von MaxwellClausius in der phaenomenologischer | 267 |
Thermodynamik | 298 |
328 | 345 |
Copyright | |
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A₁ adjoint applying assume asymptotic boundary conditions boundary value problem bounded closed coefficients compact consider constant converges coprime Corollary definition denote densely defined Department of Mathematics differential operators Dirichlet domain eigenfunctions eigenvalues end-point exists feD(T finite follows function given Green's formula H₁ Hence Hilbert space holds implies inequality 1.1 interval Lemma limit cycles limit-circle limit-point linear operator m₁ Math matrix method minimal multiplicative nonlinear norm obtain ordinary differential equations ordinary differential expressions oscillation oscillatory P₁ paper positive Pr+1 Proc proof of Theorem prove regular restriction Riccati Riccati equation satisfies second order sectorial self-adjoint self-adjoint operator sequence singular solution Spectral Theory square free steepest descent Suppose symmetric T₁ vector W.N. Everitt zero Zettl γδ