Đang chuẩn bị liên kết để tải về tài liệu:
Summary of mathematics doctoral thesis: Newton kantorovich iterative regularization and the proximal point methods for nonlinear ill posed equations involving monotone operators

Đang chuẩn bị nút TẢI XUỐNG, xin hãy chờ

The results of this thesis are: Propose and prove the strong convergence of a new modification of the Newton-Kantorovich iterative regularization method (0.6) to solve the problem (0.1) with A is a monotone mapping from Banach space E into the dual space E ∗ , which overcomes the drawbacks of method (0.6). | Summary of mathematics doctoral thesis: Newton kantorovich iterative regularization and the proximal point methods for nonlinear ill posed equations involving monotone operators

TÀI LIỆU LIÊN QUAN

Summary of doctoral thesis in mathematics: Stability and stabilization for some evolution equations in fluid mechanics

Summary of Mathematics Doctoral Thesis: Some limit theorems in noncommutative probability

Summary of Doctoral thesis on Education: Training integrated teaching skills for teachers of Mathematics in high schools

Summary of Doctoral Thesis in Mathematics: On some problems of identifying unknown source term for parabolic equations

Summary Of Mathematics Doctoral Thesis: Weak set-valued martingale difference and its application in economics

Doctoral thesis summary of Education: Developing mathematical intuitive competence for students in teaching Mathematics at high school

Dissertation summary: Applying the 5e constructivist cycle to teaching some mathematics topics to the students at the colleges of Economics and techniques

Summary of Phd thesis in Mathematics: Document geometric layout analysis based on adaptive threshold

Summary of Mathematics Doctoral Dissertation: Research image contrast enhancement based on hedge algebra

Summary Of Mathematics Doctoral Thesis: Optimality conditions for Vector equilibrium problems in terms of contingent derivatives