SBRAS

Siberian Branch of Russian Academy of Sciences

Institute of Computational Technologies

ICT SBRAS
in Russian

Professor Anatolii M. Fedotov

Main Publications

List of publications has over then 470 items and 6 monographs.

    Monographs

  1. Fedotov A.M. "Ill-Posed Problems with Random Errors in the Data", Novosibirsk, Nauka Publ., 1990, 280p.
  2. Fedotov A.M. "Linear Ill-Posed Problems with Random Errors in the Initial Data", Novosibirsk, Nauka Publ., 1982, 180p.

    Articles

  3. Fedotov A.M. "Numerical Algorithms for Analytic Continuation from Discrete Sets, and Algorithmic Proof of Uniqueness Theorems" -- Soviet Math. Dokl. Vol. 43 (1991), No. 3, pp. 701-704.
  4. Fedotov A.M. Construction of optimal methods for computing values of linear functionals in Banach space. // Journal Inverse and Ill-Posed Problems, 1993, vol. 1, No. 2, pp. 85--100.
  5. Fedotov A.M. "Minimax Regularization for Operator Equation with Random Errors in the Data" -- USSR Comput. Math. and Math. Phys., Vol. 32 (1992), No. 4, pp. 499-511.
  6. Fedotov A.M. Ill-posed problem with random errors in initial data. --- Ill-posed Problems in Natural Sciences. Proceeding of the international conference Held in Moscow --- August, 1991. VSP/TVP, 1992, pp. 515--527.
  7. Kirik S.D., Kovjazin S.D., Fedotov A.M. Structure- Sensitive Searching in X-ray Powder Diffraction. // Powder Diffraction. 1990, vol. 6, No. 3. pp. 1--6.
  8. Fedotov A.M. "Theoretical Foundation of Numerical Algorithms Construction of the Analytical Continuation Problem" -- Siberian J. of Mathematics, Vol. 33 (1992), No. 3, pp. 175-185.
  9. Fedotov A.M. Optimal Estimations of Linear Functional Value on Solutions of Operator Equations of the First Kind. --- Scientific Siberia, Ser. A, Vol. 11, Numerical and Data Analysis. AMSE-Press, 1994, pp. 32--62.
  10. Fedotov A.M. and Rybakova N.N. Optimal Interpolation of Analytical Functions. - Scientific Siberia, Ser. A, Vol. 11, Numerical and Data Analysis. AMSE-Press, 1994, pp. 63--69.
  11. Fedotov A.M. and Settarov J.A. Optimal Algorithms in Hilbert Space for Continuation of Entire Functions. - Scientific Siberia, Ser. A, Vol. 11, Numerical and Data Analysis. AMSE-Press, 1994, pp. 70--75.
  12. Fedotov A.M. Analytic continuation of function from discrete sets // Journal of Inverse and Ill-Posed Problems, 1994. Vol. 2, No. 3, pp. 181--276.
  13. Fedotov A.M. Construction of analytic continuation algorithms // Vestnik MSU. Ser. 15, Computational Math. and Ciber., 1995. No 1, pp. 64--80.
  14. Fedotov A.M. Construction of algorithms for ill-posed problems. // Inverse and ill-posed problems. Moscow, MSU, 1995.
  15. Fedotov A.M. Construction of numerical algorithms for ill-posed problems. // International conference AMCA--95. - p. 104.
  16. Fedotov A.M. Theoretical Foundation of Numerical Algorithms for solving the ill-posed problems with random errors in initial data. // Aktualnye problemy informatiki, prikladnoi matematiki i mechaniki. Part. I, Mathematics and Numeric methods. - SB RAS, CCK SB RAS, Krasnoyarsk, 1996, pp. 127-153.

  17. Shaidurov V.V. Fedotov A.M., and all. Network Center in Krasnoyarsk. Part of Project RSSI.// Information Systems in Sciences - 95. - Moscow, RFBR, 1994.
  18. Shaidurov V.V. Fedotov A.M., and all. Information and Telecommunication Center in Krasnoyarsk. // Aktualnye problemy informatiki, prikladnoi matematiki i mechaniki. Part. III, Mathematics and Numeric methods. - SB RAS, CCK SB RAS, Krasnoyarsk, 1996, pp. 122-153.

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Anatolii M. Fedotov


ICT SB RAS
© 1996-2012, Institute of Computational Technologies SB RAS, Novosibirsk
© 1996-2012, Novosibirsk State University, Novosibirsk
© 1996-2012, Anatolii M. Fedotov
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    Last update: Sunday, 07-Oct-2012 19:26:55 NOVT