FET - Free Timetabling SoftwareGenerate timetable for school automatically. | |
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FET - Free Timetabling Software Ranking & Summary
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- License:
- Free
- Price:
- Free
- Publisher Name:
- By Liviu Lalescu
- Publisher web site:
- http://lalescu.ro/liviu/fet/
- Operating Systems:
- Windows 2000, Windows Vista, Windows 98, Windows Me, Windows, Windows NT, Windows 7, Windows XP
- Additional Requirements:
- None
- File Size:
- 8.1MB
- Total Downloads:
- 54913
FET - Free Timetabling Software Tags
- lesson timetable timetable automatically schedule timetable information timetable creator timetable builder school timetable train timetable bus timetable timetable clock timetable view Automated Timetable create timetable organize timetable optimize timetable timetable manager view timetable timetable changes timetable viewer create school schedule school schedule creator generate school schedule timetable software timetable template free java antivirus free flash player acer free games 160by2 sms software mobile antivirus software Laptop software samsung mobile software free saxy film facebook chat software c compiler free university timetabling
FET - Free Timetabling Software Description
FET is free, open source GNU/GPL software. It's localized to English, Arabic, Catalan, German, Greek, Spanish, French, Hungarian, Indonesian, Italian, Lithuanian, Macedonian, Malay, Dutch, Polish, Romanian, and Turkish. It include fully automatic generation algorithm, allowing also semi-automatic or manual allocation. It also include powerful flexible modular XML format for the input file, allowing editing with an XML editor or by hand. The resulted timetables are exported into XML and HTML formats. Very flexible student's structure, organized into sets: years, groups and subgroups. FET allows overlapping years and groups and non-overlapping subgroups. There is a large and flexible palette of time and space constraints. FET works with a heuristic algorithm, based on swapping activities recursively to make space for new activities. Usually, FET is able to solve a complicated timetable in maximum 5-20 minutes. For simpler timetables, it may take under 3 minutes (in some cases, a matter of seconds).
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