The theorem on the least majorant and its applications. II. Entire and meromorphic functions of finite order

Sharp estimates of the circular indicator and type are obtained for nonzero entire functions of minimal growth that are divisible by an entire function $F$ when the growth of the characteristics of the zero set of $F$ is known, and the problem of representing a meromorphic function $f$ on $\mathbf C^n$ as a quotient $f=g/h$ is solved with best possible estimates on the circular indicators and the type of the entire functions $g$ and $h$.