Optimal Joint Distributions of Several Random Variables with Given Marginals
Solutions of a singularly perturbed vector boundary‐value problem are studied under the principle assumption that the trivial solution of the unperturbed equation is stable in certain senses. This is accomplished by constructing special invariant regions in which solutions display the kind of nonuniformity known as boundary‐layer behavior.
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Document Type: Research Article
Affiliations: University of Massachusetts at Boston
Publication date: October 1, 1979