ZERO POINT COMPARISON THEOREM OF SOLUTIONS FOR SECOND ORDER DIFFERENTIAL EQUATIONS

Zhuang Rongkun 1 Guo Zijun 2

Zhuang Rongkun 1 Guo Zijun 2. ZERO POINT COMPARISON THEOREM OF SOLUTIONS FOR SECOND ORDER DIFFERENTIAL EQUATIONS[J]. Journal of South China Agricultural University, 1997, (1): 108-113.

Citation:

Zhuang Rongkun 1 Guo Zijun 2. ZERO POINT COMPARISON THEOREM OF SOLUTIONS FOR SECOND ORDER DIFFERENTIAL EQUATIONS[J]. Journal of South China Agricultural University, 1997, (1): 108-113.

Citation:

Zhuang Rongkun 1 Guo Zijun 2. ZERO POINT COMPARISON THEOREM OF SOLUTIONS FOR SECOND ORDER DIFFERENTIAL EQUATIONS[J]. Journal of South China Agricultural University, 1997, (1): 108-113.

ZERO POINT COMPARISON THEOREM OF SOLUTIONS FOR SECOND ORDER DIFFERENTIAL EQUATIONS

Zhuang Rongkun 1 Guo Zijun 2

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Studied the point comparison theorem of solutions for two classes of nonlinear differential equation by establishing differential identity and generalized some known results.

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ZERO POINT COMPARISON THEOREM OF SOLUTIONS FOR SECOND ORDER DIFFERENTIAL EQUATIONS

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