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Geodesic
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Issledovaniya po Prikladnoi Matematike i Informatike
Année 1987
Précédent
Suivant
Issledovaniya po Prikladnoi Matematike
An algorithm for determining the optimal batch size
T. K. Belyalov
;
R. F. Khabibullin
p. 3-9
Adaptive algorithms in the parametrized method of centers
Ya. I. Zabotin
;
E. A. Knyazev
p. 9-15
Convergence of the constrained gradient method for a class of nonconvex functions
Z. R. Gabidullina
p. 15-25
Relaxation method for constrained minimization of the maximum function
Ya. I. Zabotin
;
O. A. Kashina
p. 25-34
Subgradient relaxation method for minimization of strictly convex functions
I. Ya. Zabotin
;
M. I. Kreinin
p. 34-42
Computation of eigenvalues and eigenelements of linear operators with prespecified accuracy
V. S. Mokeichev
p. 43-57
Interactive information-encoding subsystem for MIS-based CAD/CAM systems for assembly processes
N. I. Zvyagina
;
P. P. Morozov
;
A. G. Pestov
;
A. A. Puzitckii
;
A. V. Roslyakov
p. 57-61
Theory of the Maxwell effect for large velocity gradients
I. B. Aizenberg
p. 62-66
Structure of the spectral image produced by an echelette grating
E. A. Begovatov
;
V. V. Kuindzhi
;
T. S. Saamova
;
S. A. Strezhnev
p. 66-80
Mathematical model and a difference scheme for the computation of the heterogeneous process of hydrogen separation from helium
R. N. Latifullin
;
F. R. Murtazina
;
A. N. Salamatin
p. 81-86
A spectral density estimator of a stationary process
E. A. Begovatov
p. 86-91
Fixed points of Kadanov's renormalization group
É. Yu. Lerner
;
M. D. Missarov
p. 91-101
Metric properties of ergodic endomorphisms of a multidimensional torus
D. A. Moskvin
p. 102-133
Meyer--Emery inequalities for norms of stochastic integrals with a parameter
E. I. Trofimov
p. 134-143
Monte-Carlo estimation of functionals of solutions of homogeneous integral equations
R. Kh. Khairyllin
p. 144-159
Linear filtering of a two-dimensional process with stationary components having quasirational joint spectral density
E. P. Fadeeva
p. 160-165
Determining the instrumental reliability of quality control in terms of Owen's functions for the case of normally distributed controlled parameters and measurement errors
G. M. Zagrutdinov
;
V. A. Prischepa
p. 166-198
Algorithm for computing the instrumental reliability of quality control with normally distributed controlled parameters and measurement errors
G. M. Zagrutdinov
;
V. A. Prischepa
p. 199-211
A program for computing the characteristics of instrumental reliability of quality control with normally distributed controlled parameters and measurement errors
G. M. Zagrutdinov
;
V. A. Prischepa
p. 212-220