Zap. Nauchn. Sem. POMI, 1995, Volume 231

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1995, Volume 231

General information

Contents

Investigations in topology. Part 8

	Editorial preface A. A. Ivanov	7–8

General topology
	Problems of the theory of bitopological spaces. 3 A. A. Ivanov	9–54
	Bibliography on bitopological spaces. 3 A. A. Ivanov	55–61
	Lyapunov's direct method in estimates of topological entropy V. A. Boichenko, G. A. Leonov	62–75
	Topological characteristics of free bases of topological groups and topological vector spaces T. V. Burova	76–87
	Universal elements for families of separable metrizable spaces D. N. Georgiou, S. D. Iliadis	88–134
	Certain properties of bitopological spaces N. V. Morozova	135–140

Topology of manifolds and varieties
	The behavior of invariants of finite degree under interdependent transformations of links M. N. Gusarov	141–147
	Cobordisms of embeddings of oriented five-manifolds in Euclidean space M. Yu. Zvagel'skii	148–168
	The intersection form of the result of gluing manifolds with degenerate intersection forms O. A. Ivanov, N. Yu. Netsvetaev	169–179
	Estimates of the number of singular points of a complex hypersurface and related questions O. A. Ivanov, N. Yu. Netsvetaev	180–190
	Singular links of type $(p,2k+1)$ in the $4k+2$-sphere. II V. M. Nezhinskij	191–196
	The signature theorem and some related questions N. Yu. Netsvetaev	197–209
	The topological structure of complex hypersurfaces with quadractic singular points N. Yu. Netsvetaev	210–214
	Differential topology of quotients of complex surfaces by complex conjugation S. M. Finashin	215–221
	The algebra of generalized jacobifields V. S. Kal'nitskii	222–244

Topological methods in geometry
	Generalized Sperner lemma and subdivisions into simplices of equal volume Boris M. Bekker, Nikita Yu. Netsvetaev	245–254
	Differential geometry “in the large” of plane algebraic curves and integral formulas for invariants of singularities A. O. Viro	255–268
	Classification of ordered nonsingular configurations of at most seven lines of $\mathbb RP^3$ up to rigid isotopy V. F. Mazurovskii, N. B. Pavlov	269–285
	Affine-inscribed and affine-circumscribed polygons and polytopes V. V. Makeev	286–298
	Mirror configurations of points and lines and algebraic surfaces of degree four S. S. Podkorytov	299–308
	Projective theory of graphs and configurations of lines S. I. Khashin	309–322

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