Title

Algorithms of parallel calculations in task of tolerance ellipsoidal estimation of interval model parameters

Journal title

Bulletin of the Polish Academy of Sciences Technical Sciences

Yearbook

2012

Volume

60

Issue

No 1

Authors

Dyvak, M. ; Stakhiv, P. ; Pukas, A.

Divisions of PAS

Nauki Techniczne

Coverage

159-164

Date

2012

Identifier

DOI: 10.2478/v10175-012-0022-9 ; ISSN 2300-1917

Source

Bulletin of the Polish Academy of Sciences: Technical Sciences; 2012; 60; No 1; 159-164

References

Marinova G. (2006), New methods for circuit optimization in the software system STOPCOMCIR, Problems of Engineering Cybernetics and Robotics, 57, 9. ; Dyvak M. (2008), Evaluation of tolerance parameters of static systems by ellipsoid sets based on analysis of interval data, Modelling and control of ecological and economic systems of the region, 4, 67. ; Dyvak M. (2008), Tolerance estimation of parameters set of models created on experimental data, null, 1, 24. ; Kurzhanski A. (1997), Ellipsoidal Calculus for Estimation and Control. ; Dyvak M. (2007), New method tolerance estimation of the parameters set of interval model based on saturated block of ISLAE, null, 1, 376. ; Dyvak M. (2002), Tolerance estimation of parameters set of the static system in the class of multidimensional ellipsoids, Computing, 1, 1, 108. ; Dyvak M. (1999), Using of saturated experiment for parameters estimation of interval model for interval data analysis, Automation. Automatization. Electrotechnical Complexes and Systems, 2, 5, 33. ; Dyvak M. (2000), Method of localization of guaranteed estimations in the tasks of parameters identification, Measuring and Computing Technique in Technological Processes, 4, 12. ; Dyvak M. (1999), Identification of model parameters based on interval data analysis, Bull. Ternopil State Technical University, 4, 1, 76. ; Dyvak M. (2000), Using the properties of interval errors in technological processes modeling, Measuring and Computing Technique in Technological Processes, 7, 204. ; Sharyy S. (1998), Algebraic approach in the "external task" for interval linear systems, Computational Technologies, 3, 2, 67.