Geodesic

Trudy Seminara Kafedry Geometrii

Table of contents

Information on sessions of Geometrical Seminar of Kazan University (1970)
p. 3-6
Norden Aleksandr Petrovich (on the occasion of his seventieth birthday)
p. 7-19
$\varphi $-structures and conjugate connections in principal $G$-bundles
p. 20-27
Norden's concomitant structures, and their generalizations
p. 28-35
The geometry of manifolds of hyperlines in ${}^lR_n$
p. 36-42
Certain classes of surfaces in the elliptic space $S_3^n$
p. 43-47
Spin representations of the groups of motions of the isotropic and the pseudoisotropic 3-space
p. 48-60
The isomorphisms that exist between certain subgroups of the groups of infinitesimal motions of Lorentz space and Euclidean and Galilean spaces
p. 61-67
Isotropic surfaces in Lorentz space
p. 68-77
Infinitesimal bendings of surfaces in the pseudo-Euclidean space ${}^1E_3$
p. 78-84
A certain class of multidimensional $(n>2)$ affinely connected spaces with a quadratic-fractional integral of the geodesic lines
p. 85-92
Derivations of the algebra of plural numbers
p. 93-97
A. P. Norden and the geometry of quasisimple and $K$-quasisimple Lie groups and algebras
p. 98-106
Geometric interpretations of the semiquaternionic, the simplicial and the 1/4-quaternionic antielliptic plane
p. 107-117
An application of the spin representations of the groups of motions of 3-spaces to line geometry
p. 118-127
Projective mapping, and special types of spaces of hyperplane elements with a general connection
p. 128-139
The differential geometry of dimension-free spaces
p. 140-151
The representation of the group $GL(n,R)$ in the space of tensors of order two
p. 152-164
On the question of spin representations of the rotations of Euclidean spaces over algebras
p. 165-175
Certain questions on the line geometry of manifolds of hyperbolic lines
p. 176-184
A generalization of Norden's conjugacy
p. 185-188