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Titlebook: Katheterdiagnostik via Arteria femoralis; Technik, Hindernisse Roland Bach,Hermann Josef Schieffer Book 1990 Springer-Verlag Berlin Heidelb

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Anatomie des Trigonum femorale,ren kann, ohne das Suchen zum Inhalt seiner Tätigkeit zu machen. Gleichzeitig können das Vorgehen, die Technik und evtl. auftretende Komplikationen mit einer klaren Terminologie verständlich beschrieben werden.
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,Die Punktion der A. femoralis bei Säuglingen und Kleinkindern, ein offenes Foramen ovale bzw. über einen kleinen Vorhofseptumdefekt vom rechten Vorhof in den linken Vorhof und von hier in die beidseitigen Lungenvenen, den linken Ventrikel und meist auch antegrad in die Aorta ascendens vorschieben.
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J. Dyckmansgraphy of the most recent papers. At the same time, there are periodically and traditionally organized conferences in Poland and in Hungary devoted to functional equations and inequali­ ties. In 2000, the 38th International Symposium on Functional Equations was organized by the Institute of Mathemat
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W. Hoffmann,A. Lindingergraphy of the most recent papers. At the same time, there are periodically and traditionally organized conferences in Poland and in Hungary devoted to functional equations and inequali­ ties. In 2000, the 38th International Symposium on Functional Equations was organized by the Institute of Mathemat
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R. Bach,C. Özbek,J. Dyckmans,M. Müller,K. Freigang,S. Gerbaulet,D. Becker,H. Schiefferive bibliography of the most recent papers. At the same time, there are periodically and traditionally organized conferences in Poland and in Hungary devoted to functional equations and inequali­ ties. In 2000, the 38th International Symposium on Functional Equations was organized by the Institute of Mathemat978-1-4419-5210-3978-1-4757-5288-5
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C. Özbekgraphy of the most recent papers. At the same time, there are periodically and traditionally organized conferences in Poland and in Hungary devoted to functional equations and inequali­ ties. In 2000, the 38th International Symposium on Functional Equations was organized by the Institute of Mathemat
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J. Dyckmansved by studying the equations. Just recently, the dilogarithm became interesting in algebraic topology and in topology of 3-dimensional manifolds. Many of the functional equations satisfied by the dilogarithm are now of use for this purpose, after having been forgotten for years.
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