Geodesic

Tome (1994) no. 2

Sommaire

Automorphisms of geometric structures as symmetries of differential equations
p. 3-10
The problem of complete separation of variables in the squared Dirac equation
p. 11-14
On a zero curvature representation of a system of differential equations that is reducible to a nonlinear Klein–Gordon equation
p. 15-16
Homogeneous spaces with intrinsic metric (unsolved problems)
p. 17-21
Topological characteristics and Fredholm analysis in nonlinear problems
p. 22-26
A projective Cartan connection and geodesic modeling
p. 27-29
Local symmetries and covariant integration for algebraically special gravitational fields
p. 30-36
Geodesic mappings on semisymmetric spaces
p. 37-43
Zero curvature representations generated by the geometry of a second-order partial differential equation
p. 44-49
Linear nonholonomic manifolds of constant nullity in $E^n$
p. 50-54
The geometry of an affine-symplectic group
p. 55-59
Lobachevskii geometry and the modern theory of gravitation
p. 60-66
The problem of a world surface that contracts world trajectories of particles
p. 67-70
On a geometric property of a torsion object of a connection of higher order
p. 71-74
The Atiyah–Molino class of a foliated Lie algebroid
p. 75-77
The graph of a foliation with an Ehresmann connection and the stability of leaves
p. 78-81
Two weak Riemannian structures on the space of Riemannian metrics
p. 82-83
Geometry of special affinor structures of homogeneous $\Phi$-spaces of odd order
p. 84-86