Geodesic

Sommaire du Fascicule no. 1

Trudy po Diskretnoi Matematike

Systems of Boolean equations with corrupted right hand side and restrictions on the values of unknowns and corruptions
p. 5-17
Models of insertions into homogeneous random sequences
p. 18-34
Random incomplete substitutions
p. 35-46
Parameters of (hyper-)bent functions over the field of $2^l$ elements
p. 47-59
Features of threshold representations of $k$-valued functions
p. 60-85
Multiheredity and multireducing of transforms. Wreath cycle product of substitutions
p. 86-108
On a group algebra of a dihedral group and complexity of multiplication of second order matrices
p. 109-118
Polynomial representations of discrete functions
p. 119-137
Joint limit distributions of the numbers of missing tuples of identical outcomes
p. 138-143
Some statistics of $\chi^2$ type dependent on the frequencies of long tuples of outcomes in independent trials
p. 144-150
Asymptotic distributional properties of the number of pairs of metrically close and functionally connected tuples in a polynomial scheme
p. 151-165

Sommaire du Fascicule no. 2

Trudy po Diskretnoi Matematike

New methods of computing the multipe of a point on an elliptic curve over finite field
p. 5-30
On the sequential algorithm for solution of system of linear equations over the residue ring
p. 31-42
Probabilistic representations of some measures connected with factorizations
p. 43-50
Asymptotic behavior of products of random variables with values in finite simple groups and distributions depending on a Markov chain
p. 51-62
Free shift registers.~III
p. 63-85
Generating sets of elements of recurrent sequences
p. 86-111
Reducing the problem on the limit behavior of the number of solutions for system of equations with random choice of unknowns to a problem on the allocation of particles
p. 112-124
Solution of some classes of systems of polynomial equations over finite fields and rings
p. 125-146
Hamming submetrics and their isometry groups
p. 147-191
To the solution of the problem on the representation of discrete logarithm of a number as a sum of logarithms of small numbers by means of rational approximation
p. 192-206