SwiftCSP

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A Constraint Satisfaction Problem Solver in Pure Swift

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- - swift.yml
- - MainMenu.xib
- AppDelegate.swift
- CircuitBoard.swift
- CircuitBoardConstraint.swift
- Info.plist
- LayoutView.swift
- - Backtrack.swift
  - Constraint.swift
  - CSP.swift
  - MinConflicts.swift
- - contents.xcworkspacedata
- project.pbxproj
- - AustralianMapColoringTest.swift
  - EightQueensTest.swift
  - SendMoreMoneyTest.swift
  - SudokuTest.swift
- Info.plist
- LinuxMain.swift
.gitignore
CHANGELOG.md
LICENSE
Package.swift
README.md
SwiftCSP.png
SwiftCSP.podspec

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# SwiftCSP

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SwiftCSP is a constraint satisfaction problem solver written in pure Swift (no Cocoa). It utilizes a simple backtracking algorithm with optional standard heuristics to improve performance on some problems. At this stage of development, it's fairly slow but it includes examples of solving actual problems. It should run on all Swift platforms (iOS, OS X, Linux, tvOS, etc.).

A [constraint satisfaction problem](https://en.wikipedia.org/wiki/Constraint_satisfaction_problem) is a problem composed of *variables* that have possible values (*domains*) and *constraints* on what those values can be. A solver finds a potential solution to that problem by selecting values from the domains of each variable that fit the constraints. For more information you should checkout Chapter 6 of Artificial Intelligence: A Modern Approach (Third Edition) by Norvig and Russell.

## Installation
Use the cocoapod `SwiftCSP` or include the files in the Sources directory (`CSP.swift`, `Constraint.swift`, and `Backtrack.swift`) in your project. Alternatively, you can also install SwiftCSP through the Swift Package Manager (SPM) by pointing to this repository. Release 0.9.7 and above requires Swift 5. Use release 0.9.6 for Swift 4 support. Use release 0.9.5 for Swift 3 support. Use release 0.9.4 for Swift 2 support. For Swift 1.2 support use release 0.9 on CocoaPods or 0.9.1 on GitHub.

## Examples/Unit Tests
The unit tests included with the project are also well known toy problems including:
- [The Australian Map Coloring Problem](https://en.wikipedia.org/wiki/Four_color_theorem)
- [Send + More = Money](https://en.wikipedia.org/wiki/Verbal_arithmetic)
- [Eight Queens Problem](https://en.wikipedia.org/wiki/Eight_queens_puzzle)
- [Sudoku](https://en.wikipedia.org/wiki/Sudoku)

Looking at them should give you a good idea about how to use the library. In addition, the program included in the main project is a nice graphical example of the circuit board layout problem (it's also a great example of Cocoa Bindings on macOS).

## Usage
You will need to create an instance of `CSP` and set its `variables` and `domains` at initialization. You will also need to subclass one of `Constraint`'s canonical subclasses: `UnaryConstraint`, `BinaryConstraint`, or `ListConstraint` and implement the `isSatisfied()` method. Then you will need to add instances of your `Constraint` subclass to the `CSP`. All of these classes make use of generics - specifically you should specify the type of the variables and the type of the domains.

To solve your `CSP` you will call the function `backtrackingSearch()`. If your CSP is of any significant size, you will probably want to do this in an asynchronous block or background thread. You can also try the `minConflicts()` solver which is not as mature.

### Example
Once again, I suggest looking at the unit tests, but here's a quick overview of what it's like to setup the eight queens problem:
```
let variables: [Int] = [0, 1, 2, 3, 4, 5, 6, 7]  // create the variables, just Ints in this case
var domains = Dictionary<Int, [Int]>() // create the domain (also of Int type)
for variable in variables {
  domains[variable] = []
  for i in variable.stride(to: 64, by: 8) {
    domains[variable]?.append(i)
  }
}
        
csp = CSP<Int, Int>(variables: variables, domains: domains)  // initialize the previously defined CSP
// Note that we specified through generics that its variables and domain are of type Int
let smmc = EightQueensConstraint(variables: variables) // create a custom constraint
// note that once again we specified both the variables and domain are of type Int
csp?.addConstraint(smmc) // add the constraint
```

When subclassing a `Constraint` subclass, you will want to specify types for the superclass's generics as so:
```
final class EightQueensConstraint: ListConstraint <Int, Int>
```
We therefore have a non-generic subclass of a generic superclass.

## Performance
Performance is currently not great for problems with a medium size domain space. Profiling has shown a large portion of this may be attributable to the performance of Swift's native Dictionary type. Improved heuristics such as MAC3 are planned (spaces in the source code are left for them and contributions are welcome!) and should improve the situation. You can turn on the MRV or LCV heuristics (which are already implemented) when calling `backtrackingSearch()` to improve performance in many instances. In my testing MRV improves many searches, whereas the LCV implementation still leaves something to be desired, but may be useful in very specific problems. Note that these heuristics can also *decrease* performance for some problems.

## Generics
SwiftCSP makes extensive use of generics. It seems like a lot of unnecessary angle brackets, but it allows the type checker to ensure variables fit with their domains and constraints. Due to a limitation in Swift generics, `Constraint` is a class instead of a protocol.

## Help Wanted
Contributions that implement heuristics, improve performance in other ways, or simplify the design are more than welcome. Just make sure all of the unit tests still run and the new version maintains the flexibility of having any `Hashable` type as a variable and any type as a `Domain`. Additional unit tests are also welcome. A simple MinConflicts solver is also implemented, but could be improved.

## Authorship and License
SwiftCSP was written by David Kopec and released under the Apache License (see `LICENSE`). It was originally a port of a Dart library I wrote called [constraineD](https://github.com/davecom/constraineD) which itself was a port of a Python library I wrote many years before that.

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