Difference between revisions of "Linear Systems in Matlab"
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<math>[A](x)=(b)</math> | <math>[A](x)=(b)</math> | ||
| − | See the discussion of [[LinearAlgebra|linear algebra]] for help on setting up a linear system of equations. There is also help on | + | See the discussion of [[LinearAlgebra|linear algebra]] for help on setting up a linear system of equations. There is also help on [[Matlab_Arrays#Creating Arrays in Matlab|creating matrices and vectors]] in MATLAB. |
Insert discussion of the "\" operator. | Insert discussion of the "\" operator. | ||
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=== Example - Sparse System === | === Example - Sparse System === | ||
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== Linear Systems using the Symbolic Toolbox == | == Linear Systems using the Symbolic Toolbox == | ||
Occasionally we may want to find the symbolic (general) solution to a system of equations rather than a specific numerical solution. The symbolic toolbox provides a way to do this. | Occasionally we may want to find the symbolic (general) solution to a system of equations rather than a specific numerical solution. The symbolic toolbox provides a way to do this. | ||
Revision as of 08:12, 29 July 2008
Contents
Solving Linear Systems of Equations in MATLAB
=(b)](/wiki/images/math/b/3/a/b3ae30ff4dcdb54b97d86d814ca503d6.png)
See the discussion of linear algebra for help on setting up a linear system of equations. There is also help on creating matrices and vectors in MATLAB.
Insert discussion of the "\" operator. Also discuss "inv"
Example - Dense System
Example - Sparse System
Linear Systems using the Symbolic Toolbox
Occasionally we may want to find the symbolic (general) solution to a system of equations rather than a specific numerical solution. The symbolic toolbox provides a way to do this.
