Zap. Nauchn. Sem. POMI, 2000, Volume 267

JOURNALS // Zapiski Nauchnykh Seminarov POMI // Archive

2000, Volume 267

Contents

Geometry and topology. Part 5

	The editors' foreword O. Ya. Viro, N. Yu. Netsvetaev		7
	A classification approach for open manifolds J. Eichhorn		9
	Triangulations of manifolds and combinatorial bundle theory: an announcement L. Anderson, N. E. Mnev		46
	On isotopic realizability of continuous mappings P. M. Akhmet'ev, S. A. Melikhov		53
	Real $J$-curves with deep nests on ruled surfaces J.-Y. Welschinger		88
	Construction of arrangements of a cubic and a quartic by patchworking M. A. Gushchin, A. N. Korobeinikov, G. M. Polotovsky		119
	Rigid isotopies of real trigonal curves on the Hirzebruch surfaces V. I. Zvonilov		133
	On the intersection form of a manifold glued from several manifolds O. A. Ivanov		143
	On the geometry of two- and three-dimensional Minkowski spaces V. V. Makeev		146
	An extremal property of the Rellot triangle V. V. Makeev		152
	Orientations of spines of homology balls A. Yu. Makovetskii		156
	Orderings on braid groups, operations on closed braids, and confirmation of Menasco's conjectures A. V. Malyutin		163
	Chord diagrams, $d$-diagrams, and knots V. O. Manturov		170
	Polynomial invariants of knots and links O. V. Manturov		195
	Construction and properties of the $t$-invariant S. V. Matveev, M. A. Ovchinnikov, M. V. Sokolov		207
	On properties of Viro–Turaev representations of a mapping class group of a torus M. A. Ovchinnikov		220
	Quadratic property of the rational semicharacteristic S. S. Podkorytov		241
	Links on $T$-polyhedra: examples of Gusarov's cubic spaces P. V. Svetlov		260
	Du côté de chez Rokhlin A. Szűcs, A. I. Stipsicz		273
	Two theorems of Rokhlin A. Szűcs		274
	The fourth oriented cobordism group $\Omega _4$ is isomorphic to $\mathbb Z$ A. Szűcs		282
	On the vanishing of the third spin cobordism group $\Omega_3^{\mathrm{Spin}}$ A. I. Stipsicz		290
	An equivariant analog of the Poincaré–Hopf theorem K. E. Feldman		303
	Rokhlin's question and quotients of real algebraic surfaces by the complex conjugation S. M. Finashin		319