【摘要】 利用Nevanlinna理论研究了一类线性微分方程解的Baker游荡域存在性。当方程系数具有非超越方向且关于无穷远点的亏量大于零时，该类方程的只有有穷多个极点的超越亚纯解没有Baker游荡域。更多还原

【Abstract】 The existence of Baker wandering domain of solutions of linear differential equations is investigated by the Nevanlinna theory. When the coefficients have nontranscendental directions and positive deficiency of ∞, the transcendental meromorphic solutions of finitely many poles have no Baker wandering domains.更多还原