Quarterly of Applied Mathematics, Volume 20Brown University, Division of Applied Mathematics., 1962 - Mathematics |
Contents
On an eigenvalue problem 188 | 67 |
Bernstein see K S Miller | 79 |
Boundary contraction method for numerical | 209 |
5 other sections not shown
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Common terms and phrases
1-network 8-method algebraic amplitude analysis analytic approximation assumed asymptotic boundary conditions C₁ chapter coefficients computation consider constant convergence coordinate corresponding crystal classes defined deformations denote density derived determined differential equations dimensionless discussion eigenvalues elastic electrical electrical networks electromagnetic exp P(0 expansion field film finite formula function given H₁ Hence integral equations interval Introduction iteration J₁ Laplace transform linear loading Math matrix method motion nonlinear obtained ordinary differential equations orthogonal paper parameters partial differential equations phase plane plane plastic plate relations RICHARD BELLMAN S₁ satisfy space squeeze film stable strain stress surface tensor theorem theory trajectory transformation variables vector velocity wave Wiedemann effect zero αξ θο λη