poi 0.18.0

A pragmatic point-free theorem prover assistant
Documentation
=== Normal Paths ===

A normal path is the secret sauce of path semantics. There are two kinds:

  - symmetric paths e.g. `f[g]`
  - asymmetric paths e.g. `f[g0 x g1 -> g2]`

A normal path is basically everything one can predict about a function.

The properties `g0` and `g1` of the input of `f` predicts the property `g2`
using the function `h`:

  f[g0 x g1 -> g2] <=> h

In equational form:

   g2(f(a, b)) = h(g0(a), g1(a))

For more help, try:

- help sym    more help about symmetric paths
- help asym   more help about asymmetric paths