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.
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
Studied the point comparison theorem of solutions for two classes of nonlinear differential equation by establishing differential identity and generalized some known results.
Disclaimer: The English version of this article is automatically generated by iFLYTEK Translation and only for reference. We therefore are not responsible for its reasonableness, correctness and completeness, and will not bear any commercial and legal responsibilities for the relevant consequences arising from the English translation.
DownLoad: