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16篇 您的检索式：作者名="Lakamp"

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		题名	作者	年代	出处	被引量
	1	Shape Similarity Measure Based on Correspondence of Visual Parts显示文摘	Latecki L J Lakamper R	2000	IEEE Transactions on Pattern Analysis and Machine In- telligence2000，22，10：	1
	2	Shape Similarity Measure Based on Correspondence of Visual Parts显示文摘	Latechi L J Lakamper R	2000	IEEE Trans on Pattern Analysis and Machine Intelligence2000，22，10：	1
	3	Direct 2D measurement of time-averaged forces and pres- sure amplitudes in acoustophoretic devices using optical trapping 显示文摘	LAKAMPER S LAMPRECHT A SCHAAP I A	2015	Lab Chip2015，15，：	1
	4	Shape similarity measure based on correspondence of visual parts显示文摘	Latecki LJ Lakamper R	2000	IEEE Transactions on Pattern Analysis and Machine Intelligence2000，22，10：	1
	5	Shape similarity measure based oncorrespondence of visual parts显示文摘	Latecki L J Lakamper R	2000	IEEE Transactions on PatternAnalysis and Machine Intelligence2000，22，10：	1
	6	Shape similarity measure based on correspondence of visual parts显示文摘	LATECKI L J LAKAMPER R	2000	IEEE Trans on Pattern Analysis Machine Intelligence2000，22，10：	1
	7	Shape Similarity Measure Based on Correspondence of Visual Parts 显示文摘	Longin Jan Latecki and Rolf Lakamper	2000	EEE Transactions on Pattern Analysis and Machine Intelligence2000，22，11：	1
	8	Convexity rule for shape decomposition based on discrete contour evolution 显示文摘	Latecki L J Lakamper R	1999	Computer Vision and Image Understanding1999，73，3：	1
	9	Shape similarity measure based on correspondence of visual parts 显示文摘	Latecki L J Lakamper R	2000	IEEE Transactions on Pattern Analysis and Machine Intelligence2000，22，10：	1
	10	A ssDNA Aptamer That Blocks the Function of the Anti-FLAG M2 Antibody显示文摘	Lakamp AS Ouellette MM		0，，：	1
	11	Shape Similarity Measure Based on Correspondence of Visual Parts显示文摘	LATECKI L J LAKAMPER R	2000	IEEE Transaction on Pattern Analysis and Machine Intelligence2000，22，10：	1
	12	Shape similarity measure based on correspondence of visual parts 显示文摘	Latecki L J Lakamper R	2000	IEEE Transactions on Pattern Analysis and Machine Intelligence2000，22，10：	1
	13	Convexity rule for shape deeomposi-tion based on discrete contour evolution显示文摘	Latecki L J Lakamper R	1999	Computer Vision and Image Understanding1999，73，3：	1
	14	Characterization of the DNA binding specificity of Shelterin complexes显示文摘	Choi KH Farrel AS Lakamp AS		0，，21：	1
	15	Convexity rule for shape decompositionbased on discrete contour evolution 显示文摘	Latecki L Lakamper R	1999	Computer Vision andImage Understanding1999，73，44：	1
	16	Application of PlanarShape Comparison to Object Retrieval in Image Databases 显示文摘	LATECKI L J LAKAMPER R	2002	PattemRe-cognition2002，35，1：	1

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