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Talk:Balanced Boolean function

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This is an old revision of this page, as edited by 131.122.6.28 (talk) at 12:21, 20 March 2012. The present address (URL) is a permanent link to this revision, which may differ significantly from the current revision.

Wrong examples?

Currently, the following examples are given

An example of a balanced boolean function is the function that assigns a 1 to every even number and 0 to all odd numbers (likewise the other way around). The same applies for functions assigning 1 to all positive numbers and 0 otherwise.
  • Regarding the first example: even numbers and odd numbers are of type integer, not of type boolean - therefore the first example is not an example of an boolean function.
  • Regarding the second example: 0 is usually understood as being neither positive nor negative. Therefore there will be one more element in the set that is assigned 0 compared to the set that is assigned 1. Is it correct to still speak of this function being balanced?

--Abdull (talk) 17:32, 5 September 2010 (UTC)[reply]


This page was copied from the abstract of the article cited!

It needs to be deleted or re-written.

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