The Polynomial Toolbox for MATLAB - DCE FEL ČVUT v Praze
The Polynomial Toolbox for MATLAB - DCE FEL ČVUT v Praze
The Polynomial Toolbox for MATLAB - DCE FEL ČVUT v Praze
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Changing the<br />
default<br />
indeterminate<br />
variable<br />
P =<br />
2<br />
To free the variable simply type<br />
clear s;<br />
P = 1+s^2<br />
P =<br />
1 + s^2<br />
After the <strong>Polynomial</strong> <strong>Toolbox</strong> has been started up the default indeterminate variable<br />
is s. This implies, among other things, that the command<br />
P = pol([P0 P1 P2],2)<br />
returns a polynomial matrix<br />
P =<br />
1 + 3s + s^2 2 + 4s<br />
3 + 5s 4 + s + s^2<br />
in the indeterminate s. <strong>The</strong> indeterminate variable may be changed with the help of<br />
the gprops command: typing<br />
gprops p; pol([P0 P1 P2],2)<br />
<strong>for</strong> instance, results in<br />
ans =<br />
1 + 3p + p^2 2 + 4p<br />
3 + 5p 4 + p + p^2<br />
To enter data independently on the current default indeterminate variable, one can<br />
use a shortcut v: <strong>The</strong> indeterminate variable v is automatically replaced by the<br />
current default indeterminate variable. Thus, after the default indeterminate<br />
variable has been set to p by the command<br />
then<br />
gprops p<br />
V = 1+v^2+3*v^3<br />
returns<br />
V =<br />
1 + p^2 + 3p^3