Computational Mathematics
Demidovich, B. P.
Computational Mathematics - Moscow Mir Publisher 1987 - 688p
Approximate Numbers Some Facts from the Theory of Continued Fractions Computing the Values of Functions Approximate Solutions of Algebraic and Transcendental Equations Special Techniques for Approximate Solution of Algebraic Equations Accelerating the Convergence of Series Matrix Algebra Solving Systems of Linear Equations The Convergence of Iteration Processes for Systems of Linear Equations Essentials of the Theory of Linear Vector Spaces Additional Facts about the Convergence of Iteration Processes for Systems of Linear Equations Finding the Eigenvalues and Eigenvectors of a Matrix Approximate Solution of Systems of Nonlinear Equations The Interpolation of Functions Approximate Differentiation Approximate Integration of Functions The Monte Carlo Method
0.00
Mathematics
510 / DEM
Computational Mathematics - Moscow Mir Publisher 1987 - 688p
Approximate Numbers Some Facts from the Theory of Continued Fractions Computing the Values of Functions Approximate Solutions of Algebraic and Transcendental Equations Special Techniques for Approximate Solution of Algebraic Equations Accelerating the Convergence of Series Matrix Algebra Solving Systems of Linear Equations The Convergence of Iteration Processes for Systems of Linear Equations Essentials of the Theory of Linear Vector Spaces Additional Facts about the Convergence of Iteration Processes for Systems of Linear Equations Finding the Eigenvalues and Eigenvectors of a Matrix Approximate Solution of Systems of Nonlinear Equations The Interpolation of Functions Approximate Differentiation Approximate Integration of Functions The Monte Carlo Method
0.00
Mathematics
510 / DEM