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For example, consider the case where ''k'' = 3. Then the minimal negation operation <math>\nu (p, q, r)\!</math>, when there is no risk of confusion written more simply as <math>(p, q, r)\!</math>, has the following venn diagram:
For example, consider the case where ''k'' = 3. Then the minimal negation operation <math>\nu (p, q, r)\!</math>, when there is no risk of confusion written more simply as <math>(p, q, r)\!</math>, has the following venn diagram:
{| align="center" cellpadding="10" style="text-align:center"
|
| |
<p>[[Image:Minimal_Negation_Operator_1.jpg|500px]]</p>
<p><math>\text{Figure 1.}\quad (p, q, r)\!</math>
|}
| / \ |
Figure 1. (p, q, r)
</pre>
For a contrasting example, the boolean function expressed by the form <math>((p),(q),(r))\!</math> has the following venn diagram:
For a contrasting example, the boolean function expressed by the form <math>((p),(q),(r))\!</math> has the following venn diagram:
{| align="center" cellpadding="10" style="text-align:center"
|
| |
<p>[[Image:Minimal_Negation_Operator_2.jpg|500px]]</p>
<p><math>\text{Figure 2.}\quad ((p),(q),(r))\!</math>
|}
| /`````````````````\ |
Figure 2. ((p),(q),(r))
</pre>
==Glossary of basic terms==
==Glossary of basic terms==
