Programmer Guide/Command Reference/EVAL/exp: Difference between revisions
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|''r''<sub>i,j</sub> = ''y''<sub>i,j</sub> ^ ''x''<sub>S</sub> | |''r''<sub>i,j</sub> = ''y''<sub>i,j</sub> ^ ''x''<sub>S</sub> | ||
| ''x''<sub>S</sub> must be a scalar, ''y'' can be any type<br>''r'' has same type as ''y'' | | ''x''<sub>S</sub> must be a scalar, ''y'' can be any type<br>''r'' has same type as ''y'' | ||
|- | |||
|'''<code>exp(<var>x</var>, <var>y</var>)</code> | |||
|''r''<sub>i,j</sub> = ''y''<sub>i,j</sub> ^ ''x''<sub>i,j</sub> | |||
| ''x'' must be a vector or matrix<br>''y'' must have the same type as ''x''vectors<br>''r'' has same type as ''y'' | |||
|- | |- | ||
|} | |} |
Revision as of 16:03, 6 April 2011
Exponential function
- Usage
- This function has several usage formats where the evaluation and the type of the result depends on. The table below shows the possible usages.
usage evaluation description exp(x)
ri,j = e ^ xi,j x can be any type
r has same type as xexp(x, yS)
ri,j = yS ^ xi,j x can be any type, yS must be a scalar
r has same type as xexp(xS, y)
ri,j = yi,j ^ xS xS must be a scalar, y can be any type
r has same type as yexp(x, y)
ri,j = yi,j ^ xi,j x must be a vector or matrix
y must have the same type as xvectors
r has same type as y
exp(xS, y)
result[i] = y[i] ^ xS
exp(x, y)
result[i] = y[i] ^ x[i]