Geodesic

Tome (1996) no. 2

Sommaire

On discrete analogues of classes of functions defined by a modulus of continuity of the $n$th derivative
p. 3-8
An ergodic property of the space of functions with a unique invariant mean value
p. 8-13
On the convergence of the artificial compressibility method
p. 13-20
On the representation of continuous functions as the sum of quasi-analytic functions
p. 20-23
On differentiable $\varepsilon$-selections
p. 23-26
Some formulas for calculation of differential forms of finite copower on locally convex space
p. 26-33
Identities of affine Kac--Moody algebras
p. 33-36
Ranks of subalgebras of free Lie superalgebras
p. 36-40
``The curse of dimensionality'' for the complexity of the approximation of classes of functions satisfying the Lipschitz condition
p. 40-49
Experimental investigation of lateral flow around a single cylinder or a couple of autorotating cylinders
p. 50-54
Numerical modelling of chemically non-equilibrium flow of partially ionized air in a viscous shock layer
p. 54-59
On stability of incompressible continuum with high affine symmetry
p. 59-62
Solution of problems of supersonic flow of vicous gas around blunt bodies by using full and simplified Navier--Stokes equations
p. 62-69
Loss of stability of periodic trajectories in Hamiltonian systems depending on parameter by a multiple collision at point $-1$
p. 69-74
On solutions to thermodynamical equation for the functional of reaction in the space of continuously differentiable processes
p. 75-79
On the depth of Boolean functions in an arbitrary complete basis
p. 80-83
On a generalization of the Perron integral
p. 83-85
On the existence of a positive solution of second-order parabolic equations with time-periodic coefficients
p. 86-89
On unconditional and absolute convergence of series in systems of wavelets
p. 89-92
On smooth selections from sets of almost Chebyshev centers
p. 92-94
On the asymptotic behavior of solutions in a half-cylinder with boundary conditions of mixed type for a nonlinear elliptic equation
p. 94-98
International school ``Functional analysis, differential equations and their applications''
p. 99-101