## Applications of methods of functional analysis to problems in mechanics |

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### Contents

BAIOCCHI Inequations quasivariationnelles dans | 1 |

T B BENJAMIN The Alliance of Practical and Analytical | 8 |

LIONS Asymptotic Behaviour of Solutions of | 30 |

Copyright | |

22 other sections not shown

### Common terms and phrases

analytic applications approximation assume assumption asymptotic Banach space bifurcation boundary conditions boundary value problem bounded buckling Cauchy problem coefficients compact components configuration consider constant continuous convergence convex function corresponding defined deformation denote derivatives displacement displacement vector domain eigenvalue problems elastic elliptic energy equilibrium equivalent estimates exists Finite Element Method fluid formulation France free boundary functional analysis given grad gradient Hence Hilbert space homogeneous implies initial integral Koiter Lemma Liapunov functional linear operator Lipschitz m-accretive mapping Math mathematical measure Mech Mechanics motion nonlinear norm obtain parameter Paris perturbation physical plane plastic plate positive proof properties proved relation resp respect s-lim satisfies scalar product sequence sesquilinear forms shell stability strain stress subset subspaces suppose surface tensor Theorem theory tion unique solution variational inequalities variational principle vector velocity vortex rings waves weakly zero