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Titlebook: Adrenal and Endocrine Tumors in Children; Adrenal Cortical Car G. Bennett Humphrey,Gerald B. Grindey,Theodore J. Book 1983 Martinus Nijhof

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期刊全稱Adrenal and Endocrine Tumors in Children
期刊簡(jiǎn)稱Adrenal Cortical Car
影響因子2023G. Bennett Humphrey,Gerald B. Grindey,Theodore J.
視頻videohttp://file.papertrans.cn/146/145096/145096.mp4
學(xué)科分類Cancer Treatment and Research
圖書(shū)封面Titlebook: Adrenal and Endocrine Tumors in Children; Adrenal Cortical Car G. Bennett Humphrey,Gerald B. Grindey,Theodore J.  Book 1983 Martinus Nijhof
影響因子, Adrenal and Endocrine Tumors in Children‘ is the third volume in the series, ‘Cancer Treatment and Research‘ devoted to pediatric oncology. Like its predecessors, it is organized into two sections. The first section again deals with issues of basic research germane to the understanding of childhood malignancies. In volume 3, the scope of the first section has been broadened to include a review that is epidemiologically oriented and a second review that is psychologically oriented. In the second part, major pediatric oncology units in Japan, Australia, Europe and the Americas have been invited to report their experience with of the multiple endocrine adrenal cortical carcinomas and the presentation neoplasia syndromes in children. In addition to these institutional reports of case material, there are reviews on genetics, pathology, and a diagnostic evaluation of children. The overview chapter on adrenal cortical carcinoma includes recommendations for radiotherapy from Dr. D‘ Angio and for che- motherapy from Dr. Philip Schein. Individuals using these recommended therapies are encouraged to report their results to the editors. The informa- tion will then be made available to others
Pindex Book 1983
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Functioning Adrenocortical Tumors in Childhoodben anderen auch solche Verfahren behandelt worden, die voraussetzen, da? der Systemzustand .(.) der Regelstrecke bekannt ist. In den weitaus meisten F?llen sind aber nicht alle Zustandsgr??en direkt me?bar, vielmehr tr?gt der Systemzustand nur als Linearkombination (bei linearen Systemen) der einze
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