Titlebook: Mathematical Analysis; R. V. Gamkrelidze Book 1970 Springer Science+Business Media New York 1970 banach spaces.convergence.differential eq

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Asymptotic Methods in the Theory of Ordinary Differential Equations, equations was recognized to be the main area of research. Work in this area proceeded along two directions: a) the development of numerical methods of solution and b) the development of the so-called asymptotic methods of solution. The aim of this review is to describe asymptotic methods at their present level of development.

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Asymptotic Methods in the Theory of Ordinary Differential Equations,s subsequently found, however, that the effective representation of the exact solution in terms of elementary functions is possible only for a limited number of special classes of differential equations. Therefore, the question of methods for the construction of approximate solutions of differential

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Dynamical Systems with Invariant Measure,nches of mathematics — to the theory of classical dynamical systems, i.e., to classical mechanics, to probability theory, to functional analysis, to algebra, to number theory, to topology, etc. These diverse and steadfast relationships are rooted in the following two factors: first, the basic object

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A. M. Vershik,S. A. Yuzvinskiivor schwere Entscheidungen: Soll bei einem Kind von 23 Wochen eine Intensivtherapie überhaupt begonnen werden? Ist eine künstliche Beatmung bei einem Frühgeborenen mit ausgedehnter Hirnparenchymblutung ohne Anzeichen von Spontanatmung fortzusetzen? Wie lange soll bei schwerer bronchopulmonaler Dyspl

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