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A CLASS OF CUBIC DIFFERENTIAL-SYSTEMS WITH 6-TUPLE FOCUS
WANG DM
JOURNAL OF DIFFERENTIAL EQUATIONS
87 (2): 305-315 OCT 1990

These documents in the database cite the above article:
Sadovskii AP
Centers and foci for a class of cubic systems
DIFF EQUAT+ 36 (12): 1812-1818 DEC 2000

Zhang WN, Hou XR, Zeng ZB
Weak centers and bifurcation of critical periods in reversible cubic systems
COMPUT MATH APPL 40 (6-7): 771-782 SEP-OCT 2000

Ma SL, Ning SC
Deriving some new conditions on the existence of eight limit cycles for a cubic system
COMPUT MATH APPL 33 (7): 59-84 APR 1997

Ma S, Zheng Z, Ning S
Symbolic manipulation for some non-algebraic objects and its application in computing the LCE of Van der Pol equation
INT J COMPUT MATH 57 (3-4): 219-229 1995

Francoise JP, Pons R
Algorithmic approach to the problem of the center for homogeneous perturbations
B SCI MATH 120 (1): 1-17 1996

ZOLADEK H
11 SMALL LIMIT-CYCLES IN A CUBIC VECTOR FIELD
NONLINEARITY 8 (5): 843-860 SEP 1995

ZOLADEK H
ON A CERTAIN GENERALIZATION OF BAUTIN THEOREM
NONLINEARITY 7 (1): 273-279 JAN 1994

GUINEZ V, SAEZ E, SZANTO I
SMALL AMPLITUDE LIMIT-CYCLES FOR CUBIC SYSTEMS
CAN MATH BULL 36 (1): 54-63 MAR 1993

JAMES EM, LLOYD NG
A CUBIC SYSTEM WITH 8 SMALL-AMPLITUDE LIMIT-CYCLES
IMA J APPL MATH 47 (2): 163-171 1991

WANG DM
MECHANICAL MANIPULATION FOR A CLASS OF DIFFERENTIAL-SYSTEMS
J SYMB COMPUT 12 (2): 233-254 AUG 1991


10 of 30005067 documents in the database cite the above article.
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