Titlebook: Advances in Microlocal Analysis; H. G. Garnir Book 1986 D. Reidel Publishing Company, Dordrecht, Holland 1986 calculus.convergence.differe

占卜者

Rodrick Wallace PhD,Mindy T. Fullilove MDd its application to the existence of ultradistribution solutions of Gevrey classes. Then he develops an analogous theory for formal solutions of linear partial differential equations near a characteristic surface of constant multiplicity. As a consequence he shows that the irregularity condition he

Inflamed

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https://doi.org/10.1057/9781137331274erential equations with non-characteristic boundary and for (single) Fuchsian equations degenerating on the boundary. Secondly, we give a theorem on propagation of micro-analyticity up to the boundary for such equations under a condition of micro-hyperbolicity. Finally, we study continuation of real

single

Theoretical Background and Current Research,rangian manifold which makes us possible to develop the global treatment of Hamilton-Jacobi equation in the cotangent space. But we consider here a solution of Hamilton-Jacobi equation from a view-point of applications, i.e., by taking projections of Lagrangian manifold to the base space, we try to

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杠桿支點

978-94-010-8546-5D. Reidel Publishing Company, Dordrecht, Holland 1986

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