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ON THE NUMBER OF MEROMORPHIC SOLUTIONS OF ONE CLASS OF ORDINARY DIFFERENTIAL EQUATIONS

ON THE NUMBER OF MEROMORPHIC SOLUTIONS OF ONE CLASS OF ORDINARY DIFFERENTIAL EQUATIONS
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摘要 The problem of the number of meromorphic solutions for the differential equation has attracted many authors’ attention all along. It is well known that for n=2, i. e. Riccati Eq.(1) can possess a family of meromorphic solutions of one complex parameter. But for n≥3 and {P_k(z)} to be polynomials, recently G. Gundersen and I. Laine showed
作者 高仕安
出处 《Chinese Science Bulletin》 SCIE EI CAS 1986年第23期1652-1653,共2页
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