Rechercher une page de manuel
Declare::Constraints::Simple::Library.3pm
Langue: en
Version: 2006-09-14 (fedora - 05/07/09)
Section: 3 (Bibliothèques de fonctions)
NAME
Declare::Constraints::Simple::Library - Constraint Library BundleDESCRIPTION
This module functions as bundle of all default libraries, and as map and/or reference of said ones.LIBRARIES
- Declare::Constraints::Simple::Library::General
- General constraints and constraint-like elements that affect the whole framework.
Provides: "Message", "Scope", "SetResult", "IsValid", "ReturnTrue", "ReturnFalse"
- Declare::Constraints::Simple::Library::Scalar
- Constraints for scalar value validation.
Provides: "Matches", "IsDefined", "HasLength", "IsOneOf", "IsTrue", "IsEq"
- Declare::Constraints::Simple::Library::Numerical
- These validate values by their numerical properties.
Provides: "IsNumber", "IsInt"
- Declare::Constraints::Simple::Library::OO
- For validation of values in an object oriented manner.
Provides: "IsA", "IsClass", "IsObject", "HasMethods"
- Declare::Constraints::Simple::Library::Referencial
- These can validate properties by their reference types.
Provides: "IsRefType", "IsScalarRef", "IsArrayRef", "IsHashRef", "IsCodeRef", "IsRegex"
- Declare::Constraints::Simple::Library::Array
- These constraints deal with array references and their contents.
Provides: "HasArraySize", OnArrayElements, OnEvenElements, OnOddElements
- Declare::Constraints::Simple::Library::Hash
- All constraints appliable to hash references as well as their keys and values.
Provides: "HasAllKeys", "OnHashKeys"
- Declare::Constraints::Simple::Library::Operators
- Operators can be used in any place a constraint can be used, as their implementations are similar.
Provides: "And", "Or", "XOr", "Not", "CaseValid"
SEE ALSO
Declare::Constraints::SimpleAUTHOR
Robert 'phaylon' Sedlacek "<phaylon@dunkelheit.at>"LICENSE AND COPYRIGHT
This module is free software, you can redistribute it and/or modify it under the same terms as perl itself.Contenus ©2006-2024 Benjamin Poulain
Design ©2006-2024 Maxime Vantorre