"Zapiski Nauchnyh Seminarov  POMI"
   
 VOL. 261
  This issue is entitled "Geometry and Topology. Part 4"
      editors  V. A. Zalgaller and  N. Yu. Netsvetaev
   
   
            
Contents 
-  Babenko Yu. I., Zalgaller V. A. Power invariants
of certain point sets ....... 7  
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-  Babenko Yu. I.  Power invariants of joined coaxial 
prisms ....... 31
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-   Makeev V. V. On sets with prescribed number of power
invariants ....... 40
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-  Glushakov A. N., Kozlov S. E. The geometry of the sphere of the
gauges of degree two ....... 43
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-   Glushakov A. N., Kozlov S. E. Geodesics on faces of
calibrations of degree two ....... 55 
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-   Evdokimov A. V., Zalgaller V. A.  On the convex hull 
of several compacta ....... 66 
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-   Zalgaller V. A., Iones A. L.  On the triangle of the least
perimeter circumscribed about a convex $n$-gon ....... 76 
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-  Kozlov S. E. Stationary values of sectional curvature in
Grassmanian manifolds of bivectors ....... 102
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-   Kozlov S. E.,  Nikanorova M. Yu. The geometry of the Lie
algebra of the orthogonal group $O(\BR^4)$ ....... 119
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-  Krat S. A.  Asymptotic properties of the Heisenberg group
....... 125
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-   Krym V. R. The Einstein equations in the absence of matter
fields on a 5-manifold with  causal structure ....... 155 
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-   Kurnosenko A. I. An inversive invariant of a pair of circles
....... 167
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-   Lebedeva N. D. On isometric immersions of closed manifolds of
nonnegative curvature ....... 187 
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-  Makeev V. V.  On an affine-invariant metric on the class of
convex planar compacta ....... 194
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-   Makeev V. V., Mukhin A. S. On common sections with 
given properties for a finite set of convex compacta  ... 198
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-   Netsvetaev N. Yu.  On the homology of a perturbation of a
complex projective hypersurface ....... 204
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-   Podkorytov S. S. An alternative proof of a  weak  form of
Serre's theorem ....... 210
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-   Podkorytov S. S. Order of a function on the Bruschlinsky
group .......222 
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-   Sayakhova R. F. Homotopy classification of singular links of
type $(1,1,m;3)$ with $m>1$ ....... 229
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-    Stepanov S. E. The vector space of the conformal Killing
forms on a Riemannian manifold ....... 240
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-      Reviews  ....... 266 
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    Paging:    272 pp.
 
- 
    Language:  Russian
 
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