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کلمات کلیدی: Iterative method


موارد یافت شده: 20

1 - A simple iterative method for water distribution network analysis (چکیده)
2 - Global LSMR(Gl-LSMR) method for solving general linear systems with several right-hand sides (چکیده)
3 - A new iterative model updating technique based on least squares minimal residual method using incomplete modal data (چکیده)
4 - Global least squares method (Gl-LSQR) for solving general linear systems with several right-hand sides (چکیده)
5 - A new method based on generalized Taylor expansion for computing a series solution of the linear systems (چکیده)
6 - The block LSMR method: a novel efficient algorithm for solving non-symmetric linear systems with multiple right-hand sides (چکیده)
7 - The block LSMR algorithm for solving linear systems with multiple right-hand sides (چکیده)
8 - Reliable estimation of adsorption isotherm parameters using adequate pore size distribution (چکیده)
9 - Numerical solution of time-dependent diffusion equations with nonlocal boundary conditions via a fast matrix approach (چکیده)
10 - LSMR Iterative Method for General Coupled Matrix Equations (چکیده)
11 - Convergent Homotopy Analysis Method for Solving Linear Systems (چکیده)
12 - Existence, uniqueness and stability of solutions for a class of nonlinear integral equations under generalized Lipschitz condition (چکیده)
13 - Accelerated Circulant and Skew Circulant Splitting Methods for Hermitian Positive Definite Toeplitz Systems (چکیده)
14 - On the convergence of the Bl-LSQR algorithm for solving matrix equations (چکیده)
15 - A Brief review of the iterative methods for solving Toeplitz systems (چکیده)
16 - An enhanced iterative method for inverse structural problems (چکیده)
17 - Calculation of Electron Hall Mobility in GaSb, GaAs and GaN Using An Iterative Method (چکیده)
18 - A PRECONDITIONER FOR THE LSQR ALGORITHM (چکیده)
19 - An Appliocabe approach for solving the shortest path problem (چکیده)
20 - The block least squares method for solving nonsymmetric linear systems with multiple right-hand side (چکیده)