Geodesic

Tome 33 (1978) no. 1

Sommaire

Combinatorial geometry and convexity classes
p. 1-45
Modular operators and asymptotic commutativity in von~Neumann algebras
p. 47-106
Equivalence and normal forms of germs of smooth mappings
p. 107-177
Samarii Aleksandrovich Gal'pern (obituary)
p. 179-182
Grigorii Yakovlevich Lozanovskii (obituary)
p. 183-188
Ashraf Iskenderovich Guseinov (on~his 70th~birthday)
p. 189-192
The distribution of~the~eigenvalues of~a~boundary-value problem with~a~spectral parameter in~the~boundary condition
p. 193-194
A~formula expressing the~solution of~a~differential equation with analytic coefficients on a~manifold without boundary in~terms of~the~local data~of~the problem
p. 195-196
The~complexity of~the~trajectories of~a~dynamical system
p. 197-198
Elastic collisions of~particles on~a~line
p. 199-200
On~$\omega$-divisible and $\omega$-flat groups
p. 201-202
The~behaviour of~the~trajectories of~a~random walk close to a~maximum point, and limit theorems on~the~group of~affine transformations on~the~line
p. 203-204
On~the~method of integral comparison of second-order linear differential equations
p. 205-206
Finite generation of~groups of~diffeomorphisms
p. 207-208
The implicit function theorem for~Lipschitz maps
p. 209-210
Expansion by eigenfunctions of~a~Sturm--Liouville operator with slowly decreasing potential
p. 211-212
On~non-Archimedean uniformization
p. 213-214
Quasi-elliptic surfaces of type~$K3$
p. 215-216
A non-commutative analogue to the space $L_1$
p. 217-218
Billiard trajectories in a~polyhedral angle
p. 219-220
The action of $PLS(2, \mathbb Z)$~in~$\mathbb R^1$ is approximable
p. 221-222
Proof of a variational relation between the coefficients of the
p. 223-224
Function theory on differentiable submanifolds
Fourteenth All-Union Algebraic Conference
In the Leningrad Mathematical Society
III~School on Theory of Operators in Functional Spaces
Mathematical School in Sukhumi
The Kazan' city Seminar on geometric theory of functions at the Kazan' State University
The~Odessa city Seminar on~boundary value problems and singular integral equations
New books on mathematics