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29篇 您的检索式：作者名="BOUNTIS"

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	题名	作者	年代	出处	被引量
1	The dynamics of systems of complex nonlinear oscillators: a review显示文摘	Mahmoud G M tassos Bountis	2004	I J Bifurca tion and Chaos2004，14，11：	1
2	Active control and global synchronization of the complex chen and lti systems显示文摘	Mahmoud G M Bountis T Mahmoud E M	2007	I J Bifurcation and Chaos2007，17，12：	1
3	Large noise level estimation显示文摘	LEONTITSIS A PANGE J BOUNTIS T		0，，08：	1
4	Multibreathers and homoclinic orbits in 1 -dimensional nonlinear lattices 显示文摘	Bountis T	2000	Phys Lett A2000，268，：	1
5	A Probabilistic symmetric encryption scheme for very fast secure communication based on chaotic systems of difference equations显示文摘	PAPADIMITRIOU S BOUNTIS T MAVROUDI S	2001	International Journal on Bifurcation & Chaos2001，11，12：	1
6	The Painlevé property and singularity analysis for integrable and nonintegrable systems显示文摘	Ramani A Grammaticos B Bountis T	1989	Physics Reports1989，180，3：	1
7	Inactivation ofadenovirus using low-dose UV/H202 advanced oxidation 显示文摘	Bounty S Rodriguez R A Linden K G	2012	Water Research2012，46，19：	1
8	Inactivation of adenovirus using low-dose UV/H2O2 advanced oxidation显示文摘	Bounty S Rodriguez RA Linden KG	2012	Water Res2012，46，19：	1
9	Multibreathers and homoelinie orbits in 1-dimensional nonlinear lattices显示文摘	BOUNTIS T	2000	Phys Lett A2000，268，：	1
10	An adaptive way for improving noise reduction using local geometric projection显示文摘	LEONTITSIS A BOUNTIS T PAGGE J	2004	Chaos2004，14，1：	1
11	The Painleve Property and Singularity Analysis of Integrable and Non-integrable Systems 显示文摘	Ramani A Grammaticos B Bountis T	1989	Phys Rep1989，180，：	1
12	Probabilistic Symmetric Encryption Scheme for Very Fast Secure Communication Based on Chaotic Systems of Difference Equations显示文摘	Papadimitriou S Bountis T Mavroudi S	2001	Int J on Bifurcation and Chaos2001，11，12：	1
13	An Adaptive Way for Improving Noise Reduction Using Local Geometric Projection显示文摘	Alexandros Leontitsis Tassos Bountis Jenny Pagge	2004	Chaos2004，14，1：	1
14	An adaptive way for improving noise reduction using local geometric projection 显示文摘	A Leontitsis T Bountis and J Pagge	2004	Chaos: An Interdisciplinary Journal of Nonlinear Science2004，14，1：	1
15	Secure communication with chaotic systems of difference equations显示文摘	PAPADIMITRIOUS BEZERIANOS A BOUNTIS T	1997	IEEE Transaction Computer1997，46，1：	1
16	The Painleve Property and Singularity Analysis of Integrable and Non-integrable System 显示文摘	Ramani A Grammaticos B Bountis T	1989	Phys Rep1989，180，：	1
17	On the integrability of systems of nonlinear ordinary differential equations with superpositionprinciples显示文摘	Bountis T C Papageorgiou V Winternitz P	1986	J Math Phys1986，，27：	1
18	The Painleve property and singularity analysis of integrable and nonintegrable systems显示文摘	Ramani A Grammaticos B Bountis T	1989	Phys Rep1989，180，：	1
19	A review of weight control strategies and their effects on the regulation of hormonal balance显示文摘	Schwarz N A Rigby B R La Bounty P	2011	J Nutr Metab2011，2011，23：	1
20	An apraisal of magnetic resonance imaging of the wrist in rheumatoid arthritis显示文摘	Cimmino MA Bountis C Silvestri E	2000	Semin Arthritis Rheum2000，30，3：	1

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