Search KWIC Concordance

This is a Windows program for generating and searching a KWIC concordance of a document ("KWIC" = "Keywords in Context"). A KWIC (keywords-in-context) concordance is a list of the different words occurring in the document, with each instance of each word shown in context (that is, within a phrase). Word frequency is shown. Context size is user-definable, anything from 3 to 19 words long. The software acts on text files, HTML files and on MS Word DOCX files, skipping over "stop" words. The concordance can be displayed alphabetically or by frequency, and can be written to a file. After a concordance is generated it may be searched for specified keywords. You can search also for word patterns. You can search for a specified word (or word pattern) which has another specified word (or word pattern) close to it (that is, within the same context). There is no limit on the size of an input file. You can tell the program to allow or disallow hyphenated words or words with numerals. You can tell it to include only words which occur with more than a specified frequency. Stop words may be read from a file. This software may be used with text in languages other than English, in particular, with French, German, Italian, Spanish and Latin text.

Changes: Improved installation program for better compatibility with Windows 10

Operating system: Win XP,Win 98,Win 2000,WinVista x32,WinVista x64,Win7 x32,Win7 x64,Win8 x32,Win8 x64,Win10 x32,Win10 x64

Program URL: http://www.hermetic.ch/skc/skc.htm

The installation program may not be hosted on servers other than the vendor's server without the express agreement of Hermetic Systems. See also the End User License Agreement.

'Hermetic Systems' is the business name of Peter Meyer, support@hermetic.ch, the developer of this software, and the owner and maintainer of the 'Hermetic Systems' website. The 'Hermetic Word Frequency Counter' software ("the Software") consists of the executable file and the other files installed by the installation program obtainable from the 'Hermetic Systems' website (including any future versions).

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