The arithmetic comparisons are more flexible than the lexical
comparisons. They are defined for integers, floats and decimals.
For decimals comparison across scales is supported. The same
widening as already defined for the basic operations applies as
well:

1 < 2

1.0 < 2.0

0d1.00D < 2

1 =:= 0d1.00

We also provide evaluable functions min/2 and max/2. These
functions are based on the aforementioned arithmetic comparison.
The type of the return value depends on the order of the arguments
of these evaluable functions:

min, max: integer x integer -> integer

min, max: float x float -> float

min, max: decimal x decimal -> decimal

epsilon: float

The constant epsilon allows querying the smallest float number
that when added to one will still result in a float number
different from one without any rounding.

The following built-in predicates are provided for arithmetic comparison. The built-ins arithmetically evaluate their arguments before performing their tests:

- X =:= Y: [ISO 8.7.1]

- Succeeds when X arithmetically equals Y, otherwise fails.
- X =\= Y: [ISO 8.7.1]
- Succeeds when X does not arithmetically equal Y, otherwise fails.
- X < Y: [ISO 8.7.1]
- Succeeds when X is arithmetically less than Y, otherwise fails.
- X =< Y: [ISO 8.7.1]
- Succeeds when X is arithmetically less or equal to Y, otherwise fails.
- X > Y: [ISO 8.7.1]
- Succeeds when X is arithmetically greater than Y, otherwise fails.
- X >= Y: [ISO 8.7.1]
- Succeeds when X is arithmetically greater or equal to Y, otherwise fails.

The following evaluable functions are provided for arithmetic
comparison:

- min(X, Y): [TC2 9.3.9]
- If X and Y are both numbers then the function returns the minimum of X and Y.
- max(X, Y): [TC2 9.3.8]
- If X and Y are both numbers then the function returns the maximum of X and Y.
**epsilon: [N208 9.7.3]**- Returns the ulp of one.