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Titlebook: Renal Cell Carcinoma; Molecular Targets an Ronald M. Bukowski,Robert A. Figlin,Robert J. Motz Book 20092nd edition The Editor(s) (if applic

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发表于 2025-3-21 16:54:57 | 显示全部楼层 |阅读模式
书目名称Renal Cell Carcinoma
副标题Molecular Targets an
编辑Ronald M. Bukowski,Robert A. Figlin,Robert J. Motz
视频video
概述Explores the development and use of angiogenesis and tyrosine kinase inhibitors in epithelial renal tumor treatment.Presents the latest findings in the field of molecular medicine and the exploration
图书封面Titlebook: Renal Cell Carcinoma; Molecular Targets an Ronald M. Bukowski,Robert A. Figlin,Robert J. Motz Book 20092nd edition The Editor(s) (if applic
描述.In the second edition of their critically acclaimed book, Ronald Bukowski, Robert Motzer, and Robert Figlin have thoroughly updated and expanded their survey of clinical, biological and pathological management of localized and advanced renal cell carcinoma. A panel of internationally renowned contributors explores the latest developments in molecular genetics, focusing on the novel targets that have been discovered in epithelial renal tumors. The discussion includes the specific biology of selected target molecules or receptors and the various agents that inhibit these targets, including full chapters devoted to drugs that selectively inhibit receptor tyrosine kinases, such as sunitinib and axitinib. Further attention is paid to leading-edge strategies that target and inhibit tumor associated angiogenesis and block the vascular endothelial growth factor pathway. Comprehensive and authoritative, Renal Cell Carcinoma: Molecular Targets and Clinical Applications, Second Edition is the definitive text on the rapidly evolving landscape of experimental therapeutics, written and edited by the pioneers of the field..
出版日期Book 20092nd edition
关键词Angiogenesis Inhibition; Carcinom; Epithelial Renal Tumors; Molecular Medicine; Novel Targets; Renal Cell
版次2
doihttps://doi.org/10.1007/978-1-59745-332-5
isbn_softcover978-1-60761-468-5
isbn_ebook978-1-59745-332-5
copyrightThe Editor(s) (if applicable) and The Author(s), under exclusive license to Springer Science+Busines
The information of publication is updating

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Ronald M. Bukowski,Robert A. Figlin,Robert J. Motzers encroach upon one another at a fixed time if their separation is less than some specified threshold. Encroachment, of concern in many settings such as collision avoidance, may be unavoidable. However, the associated difficulties are compounded if there is uncertainty about the precise location of
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William G. Kaelin Jr.,Daniel J. Georgeand b. are constants, the condition for the existence of a solution y of £.(y) = £.(y) = 0 is that the resultant in X of the polynomials (in .[X]) Σ a.X. and Σ b.X. is zero..A natural question is: how one could extend this for the case of non constant coefficients ?.One of the main motivation in the
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W. Kimryn Rathmell,Brian I. RiniCompute the maximal word function of a string . with respect to a language . ⊑ Σ* consists in determining the lexicographically greatest word belonging to ., which is smaller than or equal to ...In this paper we investigate the complexity of computing maximal word functions, estabilishing sharp boun
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Robert J. Motzerand b. are constants, the condition for the existence of a solution y of £.(y) = £.(y) = 0 is that the resultant in X of the polynomials (in .[X]) Σ a.X. and Σ b.X. is zero..A natural question is: how one could extend this for the case of non constant coefficients ?.One of the main motivation in the
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