| # Database Formula Finder | |
| * Finds database formulas in terms of "and" and "or" from data. | |
| # Prerequisites | |
| * Please download and install SWI-Prolog for your machine at `https://www.swi-prolog.org/build/`. | |
| # 1. Install manually | |
| Download <a href="http://github.com/luciangreen/databaseformulafinder/">this repository</a>. | |
| # 2. Or Install from List Prolog Package Manager (LPPM) | |
| * Download the <a href="https://github.com/luciangreen/List-Prolog-Package-Manager">LPPM Repository</a>: | |
| ``` | |
| mkdir GitHub | |
| cd GitHub/ | |
| git clone https://github.com/luciangreen/List-Prolog-Package-Manager.git | |
| cd List-Prolog-Package-Manager | |
| swipl | |
| ['lppm']. | |
| lppm_install("luciangreen","databaseformulafinder"). | |
| halt | |
| ``` | |
| # Running | |
| * In Shell: | |
| `cd databaseformulafinder` | |
| `swipl` | |
| `['databaseformulafinder.pl'].` | |
| ``` | |
| dbff(Columns,Result,Formula). | |
| Columns - Column names and data | |
| Result - The result to work the formula out from | |
| Formula - The worked-out formula | |
| ?- dbff([[a,1,2,3]],[1,2,3],F). | |
| F = [a] | |
| ?- dbff([[a, 1], [b, 1, 2]], [1],F). | |
| F = [a, and, b] | |
| F = [b, and, a] | |
| ?- dbff([[a, 1], [b, 1, 2],[c,3]], [1,2,3],F). | |
| F = [[b, or, a], or, c] | |
| F = [b, or, [c, or, a]] | |
| ?- dbff([[a, 1], [b, 1, 2],[c,1,3]], [1],F). | |
| F = [[a, and, c], and, b] | |
| F = [[a, or, c], and, b] | |
| F = [a, and, [b, and, c]] | |
| F = [a, and, [b, or, c]] | |
| F = [[a, and, b], and, c] | |
| F = [[a, or, b], and, c] | |
| F = [a, and, [c, and, b]] | |
| F = [a, and, [c, or, b]] | |
| F = [[b, and, c], and, a] | |
| F = [[b, or, c], and, a] | |
| F = [b, and, [a, and, c]] | |
| F = [b, and, [a, or, c]] | |
| F = [[b, and, a], and, c] | |
| F = [[b, or, a], and, c] | |
| F = [b, and, [c, and, a]] | |
| F = [b, and, [c, or, a]] | |
| F = [[c, and, b], and, a] | |
| F = [[c, or, b], and, a] | |
| F = [c, and, [a, and, b]] | |
| F = [c, and, [a, or, b]] | |
| F = [[c, and, a], and, b] | |
| F = [[c, or, a], and, b] | |
| F = [c, and, [b, and, a]] | |
| F = [c, and, [b, or, a]] | |
| ?- dbff([[a, 1], [b, 1, 2],[c,1,3]], [1,3],F). | |
| F = [[a, and, b], or, c] | |
| F = [c, or, [a, and, b]] | |
| ``` | |