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19篇 您的检索式：作者名="RIELE H J"

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		题名	作者	年代	出处	被引量
	1	Improved tech- niques for lower bounds for odd perfect numbors显示文摘	Brent R P Cohen G L te Riele H J J	1991	Math Comput1991，196，57：	1
	2	Automatic classification of pulmonary peri-fissural nodules in computed tomography usingan ensemble of 2Dviews and a convolutional neural network out-of-the-box显示文摘	Ciompi F De H B Riel S J	2015	Medical Image Analysis2015，26，1：	1
	3	Improved Techniques for Lower Bounds for Odd Perfect Numbers 显示文摘	BRENT R P COHEN G L RIELE H J	1991	Math Comp1991，57，196：	1
	4	Improved techniques for lower bounds for odd perfect numbers显示文摘	BRENT R P COHEN G L RIELE H J	1991	Math Comp1991，57，：	1
	5	High-technology service innovation success : A decision-making per- spective 显示文摘	Van Riel A C Lemmink J Ouwersloot H	2004	Journal of Product Innovation Management2004，21，5：	1
	6	Automatic classification of pulmonary peri-fissural nodules in computed tomographyusing an ensemble of 2Dviews and a convolutional neural network out-of-the-box显示文摘	Ciompi F De H B van Riel S J	2015	Medical Image Analysis2015，26，1：	1
	7	Control of triceps surae stimulation based on shank orientation using a uniaxial gyroscope during gait显示文摘	MONAGHAN C C VAN RIEL W J VELTINK P H	2009	Medical Biological Engineering Computing2009，47，：	1
	8	Evidence for novel hepa- civiruses in rodents显示文摘	Drexler J F Corman V M Miiller M A Lukashev A N Gmyl A Coutard B Adam A Ritz D Leijten L M van Riel D Kallies R Klose S M Gloza-Rausch F Binger T Annan A Adu-Sarkodie Y Oppong S Bourgarel M Rupp D Hoffmann B Schlegel M Ktimmerer B M KrUger D H Schmidt-Chanasit J Seti6n A A Cottontail V M Hemachudha T Wacharapluesadee S Osterrieder K Bartenschlager R Matthee S Beer M Kuiken T Reusken C Leroy E M Ulrich R G Drosten C	2013	PLoS Pathog2013，9，10：	1
	9	Four large amicable pairs 显示文摘	Te Riele H J J	1974	Mathematics af Computation1974，125，28：	1
	10	Factoring integers with large prime variations of the quadratic sieve显示文摘	Boender H te Riele H J J	1996	Experimental Mathematics1996，，5：	1
	11	On generating new amicable pairs fromgiven amicable pairs 显示文摘	Te Riele H J J	1984	Mathematics of Computation1984，165，42：	1
	12	Computation of all the amicable pairs below 1010 显示文摘	Te Riele H J J	1986	Mathematics of Cornputation1986，175，47：	1
	13	A new rnethod for finding arnicable numbers 显示文摘	Te Riele H J J	1993	Reprint from Mathematics of Computation 1943-1993 A Half-century of Computational Mathematics Vancouver August 9-131993，，：	1
	14	Rb, mcl-1 and p53 expression correlate with clinical outcome in patients with liver metastases from colotectal cancer显示文摘	BACKUS H H VAN RIEL J M VAN GROENINGEN C J	2001	Ann Oncol2001，12，6：	1
	15	Lp-norm deconvolution显示文摘	DEBREYE H W J RIEL P V	1990	Geophysical Prospecting1990，38，4：	1
	16	E-services and Offline Fulfillment : How Eloyalty is Created 显示文摘	Semeijn Janjaap Allard C R van Riel Marcel J H van Birgelen Sandra Streukens	2005	Managing Service Quality2005，15，2：	1
	17	An interlaboratory comparison of physiological and geneticproperties of four Saccharomyces cerevisiae strains 显示文摘	van Dijken J P Bauer J Brambilla L Duboc P Francois J M Gancedo C Giuseppin M L Heijnen J J Hoare M Lange H C Madden E A Niederberger P Nielsen J Parrou J L Petit T Porro D Reuss M van Riel N Rizzi M Steensma H Y Verrips C T Vindelov J Pronk J T	2000	Enzyme Microbiology Technology2000，26，：	1
	18	Improved techniques for lower bounds for odd perfect numbers显示文摘	BRENT R P COHEN G L RIELE H J J	1991	Math Comp1991，57，196：	1
	19	Computation of all the amicable pairs below 1010显示文摘	TE RIELE H J J	1986	Mathematical Computation1986，47，2：	1

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