validation-algebra

validation-algebra

Semigroup + Monad for doing validations in Javascript

Installation

Node

npm install validation-algebra

then

var Validation = require('validation-algebra');

AMD

forthcoming...

Usage

A typical action that requires validation of user input follows follows these steps:

• Check for input errors and collect all of them into a single summary.
• If there are no errors, run an action on the input and get a result.
• Send the result of 1 (if there were errors) or 2 (if there were no errors) back to the client.

This library provides a simple algebra conforming to the fantasy land semigroup and fantasy land monad specifications to help make the above steps a little easier. It goes something like this.

var Succ = Validation.Success;
var Fail = Validation.Failure;
function createUser(input) {
  return (
    input.name ? Succ(input) : Fail(["Name must not be blank"])
  ).concat(
    isValidEmail(input.email) ? Succ(input) : Fail(["Email must be a valid"])
  ).concat(
    isOneOf(input.gender, ['male', 'female', 'both', 'undead', 'other']) ?
      Succ(input) :
      Fail(['Gender must be one of "male", "female", "both", "undead", or "other."'])
  ).concat(
    input.gender == 'undead' && input.occupation ?
      Fail(['Occupation is not available for the undead.']) :
      Succ(input)
  ).map(function(input){
    return saveUser(input);
  });
}

Collecting any errors that do occur in step 1 is handled by concat. Step 2 and 3 are both handled by map, chain, and ap, which all run a function on success and short circuit and return the error description on a failure.

Interface

All functions and methods documented below are referencially transparent: they return new values, and do not mutate their input or have any other side effects. They all return values that are an instanceof Validation.

• Validation.Success(value): A constructor function that returns a successful validation containing the value. Can be used with or without new.

• Validation.Failure(value): A constructor that returns a failed validation, where value is a description of the error in a semigroup (ie, with an associative concat method, eg an Array). Like Success, can be used with or without new.

• Validation.of(value), validationInstance.of(value): Aliases for Success.

• instance.is_success: true if the instance is a success. Always instance.is_success === !instance.is_failure

• instance.concat(otherInstance): If one instance is a success, and the other is a failure, the failure is returned. If both are success, otherInstance is returned. When both are failures a new failure containing the concatenation of the two error values is returned.

• instance.map(function(value){/*transform the success value*/}): When instance.is_success, runs the function with instance's value and create a new Success of the result. When instance.is_failure, return instance.

• instanceWithFunction.ap(instanceWithArg): When both instances are success, it applies the function in the first instance to the arg in the second. Otherwise, returns the first failure (the function failure precedes the arg).

• instance.chain(function(value){/*transform value into a new Validation*/}: maps the given Validationgenerating function, then flattens the nested validation. Likemap, this simply returns instanceif itis_failure`.

• instanceOfA.sequence(A.of): Assuming instanceOfA is a validation with another applicative A inside (say, an Array), sequence tranforms it to an A of a Validation (eg, transforms a Validation of an Array to an Array of Validations.

• instance.traverse(f, fOf): First maps f over instance, then sequences the result.

Using sequence and traverse with Promises

Most Promise libaries do not implement an interface that allows them to be sequenced/traversed with a Validation. For this reason I recommend using data.future. But suppose you don't have this option, or you prefer Promises for some reason. Here's how you can make them work with traverse and sequence. For concreteness, I'll illustrate using bluebird.

var Promise = require('bluebird');
//traverse and sequence both rely on the internal functor having a
//valid map.
Promise.prototype.map = Promise.prototype.then;
function f(data){/*return some promise*/};
var promiseOfValidaton = validation.traverse(f, Promise.resolve);
//or
var vOfP = /*a validation of a promise somehow*/;
var promiseOfValidaton = vOfP.sequence(Promise.resolve);

Algebraic JS

Validations form a semigroup and a monad, and conforms to the fantasy land specification for semigroup and monad (as well as all the generalizations of monad, such as chain, applicative, functor, etc).

License

This is free and unencumbered software released into the public domain.

Anyone is free to copy, modify, publish, use, compile, sell, or distribute this software, either in source code form or as a compiled binary, for any purpose, commercial or non-commercial, and by any means.

In jurisdictions that recognize copyright laws, the author or authors of this software dedicate any and all copyright interest in the software to the public domain. We make this dedication for the benefit of the public at large and to the detriment of our heirs and successors. We intend this dedication to be an overt act of relinquishment in perpetuity of all present and future rights to this software under copyright law.

The software is provided "as is", without warranty of any kind, express or implied, including but not limited to the warranties of merchantability, fitness for a particular purpose and noninfringement. In no event shall the authors be liable for any claim, damages or other liability, whether in an action of contract, tort or otherwise, arising from, out of or in connection with the software or the use or other dealings in the software.

For more information, please refer to http://unlicense.org/