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THE RAZUMIKHIN-TYFE THEOREMS OF INSTABILITY FOR FUNCTIONAL DIFFERENTIAL EQUATIONS

THE RAZUMIKHIN-TYFE THEOREMS OF INSTABILITY FOR FUNCTIONAL DIFFERENTIAL EQUATIONS
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摘要 This letter presents a new Razumikhin-type condition. If P(V(x(ξ)))≥ V(x(t)), then we consider (?) (this has not been known so far) and establish two theorems to determine the instability of functional differential equations at (?) within the range of V>0 under the condition of P(V(x(ξ)))≥ V(x(ξ)) ≤ V(x(t)).
作者 陈强
出处 《Chinese Science Bulletin》 SCIE EI CAS 1986年第22期1577-1578,共2页
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