Dialekt is a very small language for representing boolean expressions of the form often used by simple search engines.
Try the online demo.
Dialekt was designed to filter a list of entities based on sets of strings, typically human-readable “tags” or “labels”. The developers had a need describe such filters somewhat frequently, and being able to do so in a database and search-engine agnostic manner has proven useful.
Dialekt implementations are provided in a range of different programming languages. Each implementations provides:
Additionally, a mechanism allowing custom algorithms to traverse the syntax tree is provided. This can be used, for example, to generate an SQL query that finds entities with tags that match the expression.
The example below is a Dialekt expression that uses the entire Dialekt grammar. As you can see it is a simple language, reminiscent of SQL. You can see how this expression is parsed using the online demo.
foo bar* AND (baz OR qux) AND NOT "string \"with\" quotes"
foo
, bar
, baz
, qux
and "string \"with\" quotes"
are tags. The tag
is the most basic syntactic element of an expression.
Tags are a sequence of any character except whitespace, parentheses and the
asterisk. Tags which include one or more asterisks form a tag pattern, which
behaves similarly to SQL’s LIKE
operator.
Tags may be enclosed in double-quotes, as the "string \"with\" quotes"
tag has
been. Doing so allows tags to include parentheses and whitespace characters.
Tags must be enclosed in double-quotes if they are equal to one of the
reserved words AND
, OR
or NOT
.
The backslash character (\
) is used to escape the quote ("
) and asterisk
(*
) characters, allowing tags to include those characters directly. The
backslash character itself must also be escaped in this way.
An expression is composed of one or more tags, and the logical operators AND
,
OR
and NOT
. The logical operators are case-insensitive.
Two adjacent tags have an implicit AND
operator. Thus, the expression
foo bar
is equivalent to foo AND bar
.
Parentheses are used to specify the precedence of logical expressions. Where
parentheses are not used, the order of precedence is NOT
, AND
, then OR
,
from highest to lowest. This, foo OR bar AND baz
is equivalent to
foo OR (bar AND baz)
.