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Titlebook: Quasiconformal Mappings and Sobolev Spaces; V. M. Gol’dshtein,Yu. G. Reshetnyak Book 1990 Kluwer Academic Publishers 1990 Sobolev space.di

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Preliminary Information about Integration Theory,plex numbers, ∅ is the empty set. The symbol .. denotes the .-dimensional vector space of points . = (.., .. …, ..), where .. ∈ ., . = 1, 2, …, .. For arbitrary vectors . = (.., .. …, ..), . =(.. .., …, ..), we set . The magnitude <., .> is called the scalar product of the vectors . and .. For . ∈ .
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Nonlinear Capacity, Lebesgue for functions of the Sobolev classes and for convergence theorems (the analogies of theorems like those of Egorov, Luzin, etc.) for the spaces . .. This characteristic is more refined than in the theory of .. spaces. In these and in a number of related problems, the capacity plays a role s
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Incomplete Spinal Cord Injuries,pposed to indicate the clinical syndromes of spinal cord injuries. The ISNCSCI defines five clinical syndromes with incomplete spinal cord injury that are not part of the ISNCSCI examination or classification such as central cord syndrome, Brown-Séquard syndrome, anterior cord syndrome, conus medullaris, and cauda equina syndrome.
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