### The Maxima on-line user's manual

Algebra Calculator

#### Sublis

Function: sublis (<list>, <expr>) Makes multiple parallel substitutions into an expression.

The variable `sublis_apply_lambda` controls simplification after `sublis`.

Example:

```          (%i1) sublis ([a=b, b=a], sin(a) + cos(b));
(%o1)                    sin(b) + cos(a)```

There are also some inexact matches for `sublis`. Try `?? sublis` to see them.

```(%o1)                                true
(%i2) ```

### Related Examples

##### sublis

ex1: (2*a*x - 5*a) / ...

sublis([a=0.9, x = 7....

Calculate

sublis;

Calculate

##### sublis

ex1: (2*a*x - 5*a) / ...

sublis([a=0.9, x = 7....

Calculate

##### sublis

sublis([sigma1=0.357,...

Calculate

##### sublis

sa (e) := sublis ([a ...

sb (e) := sublis ([a ...

sa(sb(sa(sb(sa (sb (b...

Calculate

##### sublis

sa (e) := sublis ([a ...

sb (e) := sublis ([a ...

sb (sa (sb (sa (a))));

Calculate

##### sublis-subst

eq1: a = in - out;

eq2: b = a*K1 + a*K2/...

eq3: g = 1/(s^2+3*s+1);

Calculate

##### sublis

sa (e) := sublis ([a ...

sb (e) := sublis ([a ...

sa (sa (b));

Calculate

? sublis;

Calculate

##### sublis

sa (e) := sublis ([a ...

sb (e) := sublis ([a ...

sa (sb (sa (sb (b))));

Calculate