Trudy Mat. Inst. Steklov., 1968, Volume 94

Trudy Matematicheskogo Instituta imeni V. A. Steklova

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1968, Volume 94

Contents

Extremal problems of the geometric theory of functions

Work collection

	Preface Yu. E. Alenitsyn		3
	Univalent functions without common values in a multiply connected domain Yu. E. Alenitsyn		4–18
	The variational method in the theory of parametrically representable analytic functions S. A. Gel'fer		19–26
	The mutual growth of the coefficients of a class of $p$-valent functions E. G. Goluzina		27–32
	The value domains of the coefficient systems of a certain class of functions meromorphic in a disk E. G. Goluzina		33–46
	Estimates for the transfinite diameter of a family of continua and covering theorems for univalent functions G. V. Kuz'mina		47–65
	Extremal properties of the hyperbolic transfinite diameter and schlicht functions in a ring G. V. Kuz'mina		66–78
	On a variational method in classes of functions representable by means of Stieltjes integrals N. A. Lebedev, I. A. Aleksandrov		79–89
	The method of areas for schlicht functions in finitely connected domains I. M. Milin		90–122
	Values omitted by univalent functions M. I. Revyakov		123–129
	Ranges of values of certain coefficient systems of functions typically real in a ring G. A. Skotnikova, N. M. Gol'dina		130–142