Schema Composition¶
JSON Schema includes a few keywords for combining schemas together. Note that this doesn't necessarily mean combining schemas from multiple files or JSON trees, though these facilities help to enable that and are described in Structuring a complex schema. Combining schemas may be as simple as allowing a value to be validated against multiple criteria at the same time.
These keywords correspond to well known boolean algebra concepts like AND, OR, XOR, and NOT. You can often use these keywords to express complex constraints that can't otherwise be expressed with standard JSON Schema keywords.
The keywords used to combine schemas are:
allOf
: (AND) Must be valid against all of the subschemasanyOf
: (OR) Must be valid against any of the subschemasoneOf
: (XOR) Must be valid against exactly one of the subschemas
All of these keywords must be set to an array, where each item is a schema.
In addition, there is:
not
: (NOT) Must not be valid against the given schema
allOf¶
To validate against allOf
, the given data must be valid against all of the given subschemas.
A snippet of the British royal family tree
allOf can not be used to "extend" a schema to add more
details to it in the sense of object-oriented inheritance. Instances
must independently be valid against "all of" the schemas in the
allOf
. See the section on Extending Closed Schemas for more
information.
anyOf¶
To validate against anyOf
, the given data must be valid against any
(one or more) of the given subschemas.
A snippet of the British royal family tree
oneOf ¶
To validate against oneOf
, the given data must be valid against
exactly one of the given subschemas.
Not a multiple of either 5 or 3.
Multiple of both 5 and 3 is rejected.
not¶
The not
keyword declares that an instance validates if it doesn't
validate against the given subschema.
For example, the following schema validates against anything that is not a string:
Properties of Schema Composition¶
Illogical Schemas ¶
Note that it's quite easy to create schemas that are logical impossibilities with these keywords. The following example creates a schema that won't validate against anything (since something may not be both a string and a number at the same time):
Factoring Schemas ¶
Note that it's possible to "factor" out the common parts of the subschemas. The following two schemas are equivalent.