7921506491

7921506491



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[19JDobronets B.S., „A Posteriori Error Estimation and Corrected Solution of Partial Differantial Eąuations”, APIC'95, 1995

[20]Dobronets B.S., „Numerical methods using defects”, Rcliable Computing 1, 4, 1995, s.383-391

[211Dobronets B.S., „On Some Two-Sided Methods for Solving Systems of Ordinary Differential Eąuations”, Interval Computations, 1, 3, 1992, s.6-21

[22] Ermakov O.B., „Solving Systems of Ordinary Differential Eąuations Using Adams Interpolation Method with Guaranteed Accuracy”, Interval Computations, 1994

[23] Ermakov O.B., „Two-Sides Method for Solving System of Ordinary Differrential Eąuations with Automatic Determination of Guaranteed Estimation”, Interval Computations, 3, 5, 1992, s.63-69

[24] Figueiredo L.H., Stolfi J„ Self-Validated Numerical Methods and Applications, Brazilian Mathematics Colloąuium monograph, IMPA, Rio de Janeiro, 1997

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[26] Hickey T.J., ,,CLP(F) and Constrained ODEs. Mitchom School of Computer Science, Volen Center for Complex Systems”, Brandeis University 1994, 11 s. (materiał z sieci Internet)

[27] Kearfott R.B., „Automatic Differentiation Enhancements and other Miscellancous Enhancements”, Rigorous Global Search Working Notę 12, 1997, 8 s. (materiał z sieci Internet)

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[29] Kearfott R.B., Kreinovich V., Applications of Interval Computations, Kluwer Academic Publishers, London, 1996

[30] Kleiber M.(red.), Mechanika Techniczna. Tom XI. Komputerowe metody mechaniki ciał stałych. PWN Warszawa, 1995

[31] Kolev L.V., „Interval Methods for Circuit Analysis”, World Scientific, Singapore, 1993

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