As we have seen, the goals in the body of a sentence are linked by the
operator ‘`,`’, which can be interpreted as conjunction (and). The
Prolog language provides a number of other operators, known as
control structures, for building complex goals. Apart from
being built-in predicates, these control structures play a special
role in certain language features, namely Grammar Rules
(see ref-gru), and when code is loaded or asserted in the context
of modules (see ref-mod). The set of control structures is
described in this section, and consists of:

`:P``,`

`:Q`ISO- prove
`P`and`Q` `:P``;`

`:Q`ISO- prove
`P`or`Q` `+M``:`

`:P`ISO- call
`P`in module`M` `:P``->`

`:Q``;`

`:R`ISO- if
`P`succeeds, prove`Q`; if not, prove`R` `:P``->`

`:Q`ISO- if
`P`succeeds, prove`Q`; if not, fail `!`

ISO- cut any choices taken in the current procedure
`\+`

`:P`ISO- goal
`P`is not provable `?X``^`

`:P`- there exists an
`X`such that`P`is provable (used in`setof/3`

and`bagof/3`

) `+Iterators``do`

`:Body`- executes
`Body`iteratively according to`Iterators` `if(`

`:P``,`

`:Q``,`

`:R``)`

- for each solution of
`P`succeeds, prove`Q`; if none, prove`R` `once(`

`:P``)`

ISO- Find the first solution, if any, of goal
`P`.

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