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In the paper we establish some new results depending on the comparative growth properties of composite entire and meromorphic functions using relative $_{p}L^{\ast }$-order, relative $_{p}L^{\ast }$-lower order and differential monomials, differential polynomials generated by one of the factors.
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참고문헌 (20)
참고문헌 신청
N. Bhattacharjee / 1996 / Growth and value distribution of differential polynomials / Bull. Math. Soc. Sci. Math. Roum., Nouv. Ser 39:85~104
T. Biswas / 2017 / Comparative growth measurement of differential monomials and differential polynomials depending upon their relative pL*-types and relative pL*-weak types / Aligarh Bull. Math 36:73~94
Tanmay Biswas / 2018 / Comparative growth analysis of differential monomials and differential polynomials depending on their relative $_{p}L^{\ast }$-orders / 충청수학회지 31(1):103~130
T. Biswas / 2018 / Advancement on the study of growth analysis of differential poly-nomial and differential monomial in the light of slowly increasing functions / Carpathian Math. Publ 10:31~57
W. Bergweiler / 1988 / On the Nevanlinna Characteristic of a composite function / Com-plex Variables Theory Appl 10:225~236
T. Biswas / 2017 / Comparative growth measurement of differential monomials and differential polynomials depending upon their relative pL*-types and relative pL*-weak types / Aligarh Bull. Math 36:73~94
Tanmay Biswas / 2018 / Comparative growth analysis of differential monomials and differential polynomials depending on their relative $_{p}L^{\ast }$-orders / 충청수학회지 31(1):103~130
T. Biswas / 2018 / Advancement on the study of growth analysis of differential poly-nomial and differential monomial in the light of slowly increasing functions / Carpathian Math. Publ 10:31~57
W. Bergweiler / 1988 / On the Nevanlinna Characteristic of a composite function / Com-plex Variables Theory Appl 10:225~236
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