多复变数星形映射在某方向上精确的偏差定理
다복변수성형영사재모방향상정학적편차정리
On the precise distortion theorems for starlike mappings along a unit direction in several complex variables
  • 万方数据
    纯粹数学与应用数学 순수수학여응용수학
    PURE AND APPLIED MATHEMATICS
    2013年 5期 507-512 ,共6页

    卢金%刘太顺%王俊

    로금%류태순%왕준

    星形映射%偏差定理%增长定理 星形映射%偏差定理%增長定理
    성형영사%편차정리%증장정리
    starlike mappings%distortion theorems%growth theorems
    研究了 Cn 中单位多圆柱上星形映射在某方向上精确的偏差定理。给出了复Banach空间单位球的某方向上精确的偏差的上界，同时给出了下界的猜测。
    연구료 Cn 중단위다원주상성형영사재모방향상정학적편차정리。급출료복Banach공간단위구적모방향상정학적편차적상계，동시급출료하계적시측。
    We established the precise distortion theorems of Jacobian matrix for starlike mappings along a unit direction on the unit polydisc of Cn. We obtained the upper bound estimate of the precise distortion theorem for starlike mappings on the unit ball of a complex Banach space. Finally, a conjectures of the lower bound was considered.
    원문보기 원문다운로드 사이트로이동
저자의 최근 논문