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10篇 您的检索式：作者名="Wachel"

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		题名	作者	年代	出处	被引量
	1	Tissue alterations after tooh extraction with and without surgical trauma:A volumentric study in the beagle dog显示文摘	Fickl S Zuhr O Wachel H	2008	J Clin Perioddntol2008，35，4：	1
	2	Tissue Alterations after Took Ext- rue Lion with and without Surgical Trauma: A Volumentric Study in the Beagle Dog显示文摘	Fiekl S Zuhr O Wachel 11	2008	J Clin Perioddnto12008，，4：	1
	3	Treatment of proximal numerus fracture using mukiple intramedullary flexible narls显示文摘	Wachel Sw Marti CB Hoosewoud HM	2000	Arch Orthop Trauma Surg2000，，34：	1
	4	Tissue alterations after tooh extraction with and without surgical trauma:a volumentric study in the beagle dog显示文摘	Fickl S Zuhr O Wachel H		0，，04：	1
	5	Tissue alterations after tooh extrac- tion with and without surgical trauma:A volumentric study in the bea- gle dog显示文摘	Fickl S Zuhr O Wachel H	2008	J Clin Perioddntol2008，35，4：	1
	6	Evaluation of vaccine dosing in patients with solid tumors receiving myelosuppressive chemotherapy 显示文摘	Sommer A L Wachel B K Smith J A	2006	J Oncol Pharm Pract2006，12，3：	1
	7	Change in disastolic left ventricular filling after one year of anti hypertensive treatment: The Losartan Intervention For Endpoint Reduction in Hypertension(LIFE) study显示文摘	WACHELL K BELLA J N ROKKEDAL J	2002	Circulation2002，105，：	1
	8	The second - messenger dysbalance hypothesis of affective disorders显示文摘	Wachel H	1990	Pharmaeopsychiatry1990，23，1：	1
	9	The second-messenger dysbalance hypothesis of affective disorders显示文摘	Wachel H	1990	Pharmacopsychiatry1990，23，1：	1
	10	NONPARAMETRIC IDENTIFICATION OF MISO HAMMERSTEIN SYSTEM FROM STRUCTURED DATA显示文摘The problem of nonparametric identification of a multivariate nonlinearity in a D-input Hammerstein system is examined.It is demonstrated that if the input measurements are structured,in the sense that there exists some hidden relation between them,i.e.if they are distributed on some(unknown)d-dimensional space M in R^D,d < D,then the system nonlinearity can be recovered at points on M with the convergence rate O(n^(-1/(2+d))) dependent on d.This rate is thus faster than the generic rate O(n^(-1/(2+D))) achieved by typical nonparametric algorithms and controlled solely by the number of inputs D.	Pawel Wachel Przemyslaw liwiński Zygmunt Hasiewicz	2015	Journal of Systems Science and Systems Engineering2015，24，1：	0

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