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Titlebook: Reconstructive Neurosurgery; Wen-Ta Chiu,Yung-Hsiao Chiang,Barry J. Hoffer Conference proceedings 2008 Springer-Verlag Vienna 2008 Neurore

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发表于 2025-3-21 18:00:32 | 显示全部楼层 |阅读模式
书目名称Reconstructive Neurosurgery
编辑Wen-Ta Chiu,Yung-Hsiao Chiang,Barry J. Hoffer
视频video
丛书名称Acta Neurochirurgica Supplement
图书封面Titlebook: Reconstructive Neurosurgery;  Wen-Ta Chiu,Yung-Hsiao Chiang,Barry J. Hoffer Conference proceedings 2008 Springer-Verlag Vienna 2008 Neurore
描述International experts present in this volume advances in reconstructive neurosurgery focusing on the fields of neurotrauma and neurodegenerative disorders. The highlights include building an international strategy for risk reduction, documentating an multidisciplinary approach towards restoration of function in paraplegic spinal cord-injured patients, describing a new approach for statistical analysis in traumatic brain injury trials, describing blood flow changes in diffuse brain injury, discussing rehabilitation programs in Germany following acute brain injury, describing research data form Taiwan on neurotrauma, showing the neuropsychiatric effects from deep brain stimuation fro ovement disorders, difining the role played by imanging for deep brain stimulation targeting in mental illness, using radiosurgery in decompresssion in the treatment of trigeminal neuralgia, describing the development of radiosurgery from brain to the spine, listing new transgenic animal models of Parkinson‘s disease, discussing gene therapy for neuropathic pain and Parkinson‘s disease, and finally, discussing constrained-induced movement therapy fro stroke patients, and endovascular therapy for cerebrov
出版日期Conference proceedings 2008
关键词Neurorehabilitation; Parkinson; Rehabilitation; neurodegenerative disorders; neurons; neurosurgery; neurot
版次1
doihttps://doi.org/10.1007/978-3-211-78205-7
isbn_softcover978-3-211-99927-1
isbn_ebook978-3-211-78205-7Series ISSN 0065-1419 Series E-ISSN 2197-8395
issn_series 0065-1419
copyrightSpringer-Verlag Vienna 2008
The information of publication is updating

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e, circles and related concepts, area and the Pythagorean theorem, similarity, isometries and size transformations, and composition of transformations. Constructions and the use of transformations to carry out 978-3-031-74155-5978-3-031-74153-1
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e, circles and related concepts, area and the Pythagorean theorem, similarity, isometries and size transformations, and composition of transformations. Constructions and the use of transformations to carry out 978-3-031-74155-5978-3-031-74153-1
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H. Maximilian Mehdorn M.D., ph.D.,S. Goebel,D. Falk,J. Volkmann,B. Leplow,M. O. Pinskere, circles and related concepts, area and the Pythagorean theorem, similarity, isometries and size transformations, and composition of transformations. Constructions and the use of transformations to carry out 978-3-031-74155-5978-3-031-74153-1
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Carlo Alberto Pagni,L. Fariselli,S. Zemee, circles and related concepts, area and the Pythagorean theorem, similarity, isometries and size transformations, and composition of transformations. Constructions and the use of transformations to carry out 978-3-031-74155-5978-3-031-74153-1
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M. Sedrak,A. Gorgulho,A. F. De Salles M.D., ph.D.,A. Frew,E. Behnke,W. Ishida,T. Klochkov,D. Malkasihat are normally taught in high school geometry courses: definitions and axioms, congruence, circles and related concepts, area and the Pythagorean theorem, similarity, isometries and size transformations, and composition of transformations. Constructions and the use of transformations to carry out
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Bai-Chuang Shyu,W. -F. Chen,H. -C. Shihhat are normally taught in high school geometry courses: definitions and axioms, congruence, circles and related concepts, area and the Pythagorean theorem, similarity, isometries and size transformations, and composition of transformations. Constructions and the use of transformations to carry out
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J. H. Kang,Y. S. Yoon,D. W. Rang,S. S. Chung,Jin Woo Chang M.D., ph.D.hat are normally taught in high school geometry courses: definitions and axioms, congruence, circles and related concepts, area and the Pythagorean theorem, similarity, isometries and size transformations, and composition of transformations. Constructions and the use of transformations to carry out
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