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16篇 您的检索式：作者名="Musette M"

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		题名	作者	年代	出处	被引量
	1	Twelve-year analysis of severe cases of drug reaction with eosinophilia and systemic symptoms: a cause of unpredictable multiorgan failure 显示文摘	Eshki M Allanore L Musette P	2009	Arch Dermatol2009，145，1：	1
	2	Soliton Solutions of Two Bidirectional Sixth-order Partial Differential Equations Belonging to the KP Hierarchy 显示文摘	Verhoeven C Musette M	2003	J Phys A :Math Gen2003，36，：	1
	3	A reduction of the resonant three-wave interation to the generic six painleve equation显示文摘	CONTE R MUSETTE M GRUNDLAND A M	2006	J Phys A2006，，12：	1
	4	Link Between Solitary Waves and Projective Riccati Equations显示文摘	Conte R Musette M	1992	J Phys A:Math Gen1992，25，：	1
	5	Link between Solitary Waves and Projective Riccati Equations 显示文摘	Conte R Musette M	1992	Journal of Physics A: Mathematical and General1992，25，21：	1
	6	Algorithmic method for deriving Lax pairs from the invariant Painleve analysis of nonlinear partial differential equations显示文摘	Musette M Conter R	1991	J Math Phys1991，32，：	1
	7	Painleve Analysis and Backlund Transformation in theKuromoto-Sivashinsky Equation显示文摘	COUTE R MUSETTE M	1989	J Phys A:Math and Gen1989，22，：	1
	8	Painleve Analysis and Backlund transformation in the Kuromoto-Sivashinsky equation显示文摘	Coute R Musette M	1989	J Phys A:Math and Gen1989，，22：	1
	9	Link between solitary waves and projective Riccati equations显示文摘	CONTE R MUSETTE M		0，，：	1
	10	T-cell receptor repertoire and c/tokine pattern in granuloma annulare;defining aparticular type of culaneous granulomatous inflammation显示文摘	Memfel M Musette P Flageul B	2002	J Invst Dermatol2002，118，：	1
	11	Algorithmic method for deriving Lax pairs from the invariant Painleve analysis of nonlinear partial differential equations显示文摘	Musette M Conte R	1991	J Math Phys1991，32，：	1
	12	Painleve analysis and Bucklund transformation in the Kuramoto-Sivashinsky equation显示文摘	Lonte R Musette M	1989	J Phys1989，22，：	1
	13	Link between solitary waves and projective Riccati equations显示文摘	Conte R Musette M	1992	Phys lett A1992，25，：	1
	14	Algorithmic method for deriving Lax pairs from the invariant Painlevé analysis of nonlinear partial differential equations显示文摘	Conte R	1991	J Math Phys1991，32，：	1
	15	Painlev, analysis and Backlund transformation in the Kuramoto-Sivashinsky equation显示文摘	CONTE R MUSETTE M	1989	J Phys A: Math Gen1989，22，：	1
	16	Painleve analysis and Backludk transformation in the Kuramoto- Sivashinsky equation 显示文摘	Conte R Musette M	1989	J Phys Math Gen1989，22，：	1

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