Sains Ma1aysiana 25(3): 37-46 (1996) Pengajian Kuantitatif/ Quantitative Studies
Generalised Relative Defects of
Meromorphic Function
Indrajit Lahiri
Department of Mathematics
Jadavpur University Culcutta - 700032, India
Nil Ratan Battacharjee
Department of Mathematics
University of Chittagong Chittagong, Bangladesh
ABSTRAK
Introducing the notion of generalised relative defect we compare it with the Nevanlinna defect of a meromorphic function.
ABSTRACT
Kecacatan relatif teritlak diperkenalkan dan dibandingkan dengan kecacatan Nevanlinna bagi suatu fungsi meromorfi.
RUJUKAN/REFERENCES
Doeringerm, W. 1982. Exceptional value of differential polynomials. Pacific J. Math. 98(1): 55-62.
Drasin, D. 1974. A meromorphic function with assigned Nevanlinna deficiences. Bull. Amer. Math. Soc. 80(4).
Gopalkrishna, H. S & Bhoosnurmath S. S. 1986. On the distribution of values of differential polynomials, Indian. J. Pure Appl. Math. 17(3): 367-372.
Hayman, W. K. 1964. Meromorphic function. Oxford University Press.
Lahiri, I & Sharma D. K. 1993. The characteristic function and exceptional value of the differential polynomial of a meromorphic function. Indian J. Pure Appl. Math. 24(12): 779-790.
Milloux, H. 1946. Les derivees des functions meromorphic et la theories des defauts. Ann. Ecole Normale superieure 63(3): 289-316.
Singh, A. P. 1980. Relative defects of meromorphic functions. J. Indian Math. Soc. 44: 191-202.
Xiong, Q. L. 1967. A fundamental inequality in the theory of meromorphic functions and its applications. Chinese Math. 9(1): 146
Yi, H. X. 1991. On characteristic function of a meromorphic function and its derivative. Indian J. Math. 33(2): 119-133.
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