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Results: 1-14 |
Results: 14
The variational-selective method for estimating object coordinates in a theta-theta navigation system
Authors: Bulychev, YG Burlai, IV Manin, AP Kritskii, YV
Citation: Yg. Bulychev et al., The variational-selective method for estimating object coordinates in a theta-theta navigation system, J COMP SYST, 40(4), 2001, pp. 663-669
Linear version of the solution of triangulation problems under a priori uncertainty
Authors: Bulychev, YG Burlai, IV Kritskii, YV
Citation: Yg. Bulychev et al., Linear version of the solution of triangulation problems under a priori uncertainty, IVUZ RADIO, 44(3-4), 2001, pp. 60-66
A method for statistical analysis and synthesis of systems of joint detection and estimation of signals on the basis of the Kotel'nikov theorem
Authors: Bulychev, YG Burlai, IV
Citation: Yg. Bulychev et Iv. Burlai, A method for statistical analysis and synthesis of systems of joint detection and estimation of signals on the basis of the Kotel'nikov theorem, J COMP SYST, 39(2), 2000, pp. 175-182
Estimation of local motion parameters with regard to systematic and randommeasurement errors
Authors: Bulychev, YG Burlai, IV
Citation: Yg. Bulychev et Iv. Burlai, Estimation of local motion parameters with regard to systematic and randommeasurement errors, J COMMUN T, 45(6), 2000, pp. 631-636
Integrated approach to the solution of the triangulation problem
Authors: Bulychev, YG Burlai, IV Kritskii, YV
Citation: Yg. Bulychev et al., Integrated approach to the solution of the triangulation problem, AUTOM C C S, 34(5), 2000, pp. 9-16
Method of estimating parameters of curvilinear motion of an object by means of a Doppler goniometric radar system
Authors: Bulychev, YG Gordeev, SE Kritskii, YV
Citation: Yg. Bulychev et al., Method of estimating parameters of curvilinear motion of an object by means of a Doppler goniometric radar system, AUTOM C C S, 34(4), 2000, pp. 11-17
Solution of stiff nonlinear filtration problems using regularizing parameters
Authors: Bulychev, YG Gordeev, SE
Citation: Yg. Bulychev et Se. Gordeev, Solution of stiff nonlinear filtration problems using regularizing parameters, AUTOM C C S, 34(3), 2000, pp. 33-41
Quasioptimal nonlinear filtering with regularization
Authors: Bulychev, YG Burlai, IV
Citation: Yg. Bulychev et Iv. Burlai, Quasioptimal nonlinear filtering with regularization, AUT REMOT R, 61(10), 2000, pp. 1655-1664
Determination of the slant range to an object using goniometer systems
Authors: Bulychev, YG Gordeev, SE
Citation: Yg. Bulychev et Se. Gordeev, Determination of the slant range to an object using goniometer systems, AUTOM C C S, 33(4), 1999, pp. 9-18
Optimal and quasi-optimal processing of measurements in angle-plane passive location systems
Authors: Bulychev, YG Livinskii, SV
Citation: Yg. Bulychev et Sv. Livinskii, Optimal and quasi-optimal processing of measurements in angle-plane passive location systems, AUTOM C C S, 33(3), 1999, pp. 1-11
Determination of the object inclined remoteness via the passive goniometric-Doppler location system
Authors: Bulychev, YG Gordeev, SE
Citation: Yg. Bulychev et Se. Gordeev, Determination of the object inclined remoteness via the passive goniometric-Doppler location system, IVUZ RADIO, 42(7-8), 1999, pp. A13-A21
Stiffness of approximate nonlinear filtering equations
Authors: Bulychev, YG Eliseev, AV
Citation: Yg. Bulychev et Av. Eliseev, Stiffness of approximate nonlinear filtering equations, AUT REMOT R, 60(1), 1999, pp. 27-35
Numerical-analytic method of measurement correction in dynamic object tracking systems
Authors: Bulychev, YG Livinskii, SV
Citation: Yg. Bulychev et Sv. Livinskii, Numerical-analytic method of measurement correction in dynamic object tracking systems, AUTOM C C S, 32(6), 1998, pp. 1-9
The stiffness problem for stochastic systems and a method of solving it
Authors: Bulychev, YG Yeliseyev, AV
Citation: Yg. Bulychev et Av. Yeliseyev, The stiffness problem for stochastic systems and a method of solving it, J APPL MA R, 62(6), 1998, pp. 877-882
Risultati: 1-14 |