Geodesic

Sommaire du Fascicule no. 1

Methods of forest fires computer modelling
p. 3-14
Some finiteness questions about formations
p. 15-24
On subgroup lattices of subnormal type in finite groups
p. 25-34
Non-radicality of the class $E_\pi$-groups
p. 35-39
Sylow properties of finite groups
p. 40-47
On the intersection of maximal supersoluble subgroups of a finite group
p. 48-51
Generalized soluble $\mathrm{AFM}$-groups
p. 52-62
Finite groups with $\mathbb{P}$-subnormal biprimary subgroups
p. 63-68
On influence of formation theory concepts and ideology on infinite group theory
p. 69-77
On biclique covering number of the Cartesian product of graphs
p. 78-87
The Paley--Wiener--Gelfand tauberian theorem for semigroups with invariant measure
p. 88-97
On finite groups with generalized subnormal critical subgroups
p. 98-101
On the family of sequentially proper topologies on the space of maps
p. 102-108
On metric estimates of approximation properties of monic polynomial values
p. 109-122

Sommaire du Fascicule no. 2

Estimators for an exponential family of distributions based on indirect observations
p. 54-62
Irregular solutions of linear almost periodic differential systems in resonant case
p. 63-69
The Jordan block structure of unipotent elements in Weyl modules for groups of type $A_1$ over a field of positive characteristic
p. 70-72
On control problem of asynchronous spectrum of linear system with linearly left-side dependence of blocks of full column rank
p. 73-80
Principle of non-existence of nonlinear operator equation solutions
p. 81-90
On the size of errors in the method of successive approximations
p. 91-102
Problems and invariants connected with bicliques and multicliques of graphs
p. 103-127
On the identification of a linear source for the second order elliptic equation with integral condition
p. 128-141
Subsets stable under a linear extension: local properties
p. 142-153
On solution of a system of Hammerstein–Nemitskii type nonlinear integral equations on whole axis
p. 154-161
Effective version of the proof of V.\,G.~Sprindzuk’s problem
p. 162-171