algebraic equations

A set of simultaneous, linear algebraic equations results for the entire structure, in which the structural displacements are unknowns.

Uses a reduced-Newton algorithm with a weak line search to solve a set of non-linear algebraic equations.

Function to calculate the Jacobian matrix for a set of nonlinear algebraic equations. A simple central differencing scheme is used.

On the contrary, only through calculate a set of linear algebraic equations can obtain the explicit composite Lyapunov function.

The integral equations for determining the unknown forces can be transformed into algebraic equations and solved numerically.

Finally, it is presented that the error distribution of the roots from complex coefficient higher-order algebraic equations is not even.

In natural science and engineering technology, the resolutions of many problems are reduced to solving linear algebraic equations.

Secondly, the component structural model is proposed, which consists of dynamic differential equations and interface algebraic equations.

In numerically solving ordinary differential equations and differential-algebraic equations block methods are efficient.

The solution of the problem is finally reduced to solving a set of infinite algebraic equations.

The principle of this method is very simple. It does not require solving algebraic equations and possesses a high computation speed.

The differential equations and algebraic equations, which describe generator and electric-net respectively, are placed into two PC groups.

In steady state the differential equations are changed into linear algebraic equations suited to solving these problems on computer.

In particular, the focus is on the acceleration of techniques for solving sets of algebraic equations as they occur in numerical simulation.

Mathematical Review and Preparation-Calculus, Taylor Series. Linear and nonlinear Algebraic Equations. 2.

Then we mainly study the WR method for solving differential-algebraic equations(DAEs) at the continuous-time case and discrete-time case.

The differential equations of Bar are discretized into algebraic equations using the differentiation matrices.

This paper researches a class of singular biological economic model using the theories of differential-algebraic equations.

This matrix defines the network algebraic equations.

A student who has trouble with algebraic equations, for instance, may have a talent for spatial geometry.

The Application of the Parallel Multistep Hybrid Method to the Numerical Solution for a Class of Index-2 Differential Algebraic Equations

Liner interpolation method for solving linear algebraic equations whose coefficient matrix is large periodic block-tridiagonal matrix

A Hybrid Genetic Algorithm for Solving Algebraic Equations Set and Its Application in Engineering

Fire safety engineering - Requirements governing algebraic equations - Fire plumes

Fire safety engineering - Requirements governing algebraic equations - Ceiling jet flows

Mapping and Analysis of the Linear Algebraic Equations Iteration Algorithm on Stream Processors

Discrete Waveform Relaxation Method of Nonlinear Differential-Algebraic Equations

The Waveform Relaxation Method for Functional Differential-algebraic Equations

Lattice Implication Algebraic Equations in Lattice Implication Algebras

Stability for a Class of Delay Differential Algebraic Equations

spectral method for nonlinear differential - algebraic equations with delays

On Method of a Class of Finite Lattice Implication Algebraic Equations

Dividing-conquering Strategy with Column Action Method for Systems of Linear Algebraic Equations

An Iterative Method for Solving Linear Algebraic Equations with Tridiagonal Blocked Matrix

The Signal Flow Graph Solutions of Nonlinear Algebraic Equations and Their Applications

An Acceleration Method of An Iterative Method for Algebraic Equations

Find the Inverse Matrix of Tridiagonal Matrix by Solving Systems of Linear Algebraic Equations

Approximate Formula Method for Calculation of Real Roots High Order Real Algebraic Equations

On the Convergence of an Iterative Method for Algebraic Equations

The Application of Generalized Inreverse in Solving the System of Linear Algebraic Equations

Ordinary Differential Equations and the Roots of the Algebraic Equations

Nonlinear algebraic equations system and automated theorem

Application of Algebraic Equations to the Solution of Definite Integrals

A Fast Iteration Method of the Linear Non-Homogeneous Algebraic Equations

Column Action Method with Orthogonalization for System of Linear Algebraic Equations

The Application of Normal Ascending Set in Solving System of Parametric Algebraic Equations

New algorithm on finding roots of systems of nonlinear algebraic equations

Numerical Solution of Vandermonde System of Linear Algebraic Equations

Positive Solution of Linear Algebraic Equations

Tasks Mapping Algorithm of Large Sparse Linear Algebraic Equations Based on Heterogeneous Parallel Milieu

Numerical solution for system of nonlinear algebraic equations

A new numerical method for extracting the roots of algebraic equations

numerical solution for system of linear algebraic equations

A Method for Solving Large Size Linear Algebraic Equations

row action method for general solution of system of linear algebraic equations

Finding Real Solutions of Nonlinear Algebraic Equations Based on Symbolic-Numeric Methods

compatible system of algebraic equations

Quadratic PE and PEk Methods of Solving a System of Linear Algebraic Equations