Sách tham khảo (Toan-DH)
Duyệt Sách tham khảo (Toan-DH) theo Nhan đề
- Tài liệuAn Introduction to the Mathematical Theory of Inverse Problems - Second edition(Springer Science, 2011) Andreas Kirsch
- Tài liệuAn Introduction to the Mathematical Theory of Inverse Problems - Second edition(Springer Science, 2011) Andreas Kirsch
- Tài liệuClassical Banach Spaces I and II(Springer, 1977) Jaram Lindenstrauss; Liar Tzafriri
- Tài liệuClassical Banach Spaces II - Function Spaces(Springer-Verlag Berlin Heidelberg GmbH, 1979) Joram Lindenstrauss; Lior Tzafriri
- Tài liệuGeometry of Banach Spaces, Duality Mappings and Nonlinear Problems(Kluwer Academic Publishers, 1990) Ioana Cioranescu - Department ofMathematics, University ofPuerto Rico, Puerto Rico
- Tài liệuILL-Posed Problems: Theory and Applications(Springer Science, 1994) A. Bakushinsky - Institute for System Studies, Russian Academy ofSciences, Moscow, Russia; A. Goncharsky - Department ofComputational Mathematics and Cybemetics, Moscow State University, Moscow, Russia
- Tài liệuIntroduction to the Research Process(The NIHR RDS EM / YH, 2009) Antony Arthur; Beverley Hancock
- Tài liệuInverse and Ill-Posed Problems(Academic Press, Inc, 1987) Heinz W. Engl - Institut fttr Mathematik Johannes-Kepler- Universität Linz, Austria; C.W. Groetsch - Department of Mathematical Sciences University of Cincinnati Cincinnatiy Ohio
- Tài liệuINVERSE PROBLEMS - MATHEMATICAL AND ANALYTICAL TECHNIQUES WITH APPLICATIONS TO ENGINEERING(Springer Science, 2005) Alexander. G. Ramm
- Tài liệuInverse Problems in the Mathematical Sciences(Springer Nature Link, 1993) Charles W. Groetsch
- Tài liệuIterative and other methods for linear ill-posed equations(Habilitationsschrift, 1995) Robert Plato
- Tài liệuMethods for Solving Incorrectly Posed Problems(Springer-Verlag New York Inc, 1984) Y.A. Morozo
- Tài liệuNonlinear ILL Posed Problems of Monotone Type(Springer, 2006) YAKOV ALBER; IRINA RYAZANTSEVA
- Tài liệuNumerical Methods for the Solution of III-Posed Problems(Springer Science, 1995) A. N. Tikhonov; A. V. Goncharsky; V. V. Stepanov; A. G. Yagola
- Tài liệuOperators and Iterative Processes of Feje´r Type - Theory and Applications(Walter de Gruyter GmbH & Co. KG, 2009) Vladimir V. Vasin; Ivan I. Eremin
- Tài liệuPerturbation Theory for Linear Operators(Springer-Verlag Berlin Heidelberg, 1976) Tosio Kato
- Tài liệuRegularization of III - Posed Problems with Unbounded Operators(Lap Lambert Academic Publishing, 2022) PGS.TS. Nguyễn Văn Kính - Trưởng Bộ môn Toán - Trường Đại học Gia Định
- Tài liệuRegularizing inverse problems(Non, 1993) non
- Tài liệuSolutions of ill posed problems(John Wiley & Sons, 1977) Andrey Nikolayevich Tikhonov
- Tài liệuStable Approximate Evaluationof Unbounded Operators(Springer-Verlag Berlin Heidelberg, 2007) Charles W. Groetsch - The Traubert Chair School of Science and Mathematics The Citadel Charleston, SC 29409 USA; e-mail: charles.groetsch@citadel.edu
- Tài liệuThe theory of Tikhonov regularization for Fredholm equations of the first kind(Pitman Publishing Inc, 1984) C W Groetsch
- Tài liệuTheoretical and Numerical Study of Tikhonov's Regularization and Morozov's Discrepancy Principle(MaryGeorge Llewellyn Whitney, 2009) MaryGeorge L. Whitney - Georgia State University, mwhitney1@student.gsu.edu
