Template:Infobox logical connective
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| Normal forms | |
|---|---|
| Post's lattices | |
This template uses Lua:
Usage
[edit ]| AND | |
|---|---|
| Venn diagram of Logical conjunction | |
| Definition | {\displaystyle xy} |
| Truth table | {\displaystyle (0001)} |
| Logic gate | |
| Normal forms | |
| Disjunctive | {\displaystyle xy} |
| Conjunctive | {\displaystyle xy} |
| Zhegalkin polynomial | {\displaystyle xy} |
| Post's lattices | |
| 0-preserving | yes |
| 1-preserving | yes |
| Monotone | no |
| Affine | no |
| Self-dual | yes |
{{Infobox logical connective | title = Logical conjunction | other titles = AND | Venn diagram = Venn0001.svg | definition = <math>xy</math> | truth table = <math>(0001)</math> | logic gate = AND ANSI.svg | DNF = <math>xy</math> | CNF = <math>xy</math> | Zhegalkin = <math>xy</math> | 0-preserving = yes | 1-preserving = yes | monotone = no | affine = no | self-dual = yes }}
Blank
[edit ]{{Infobox logical connective | title = | other titles = | Venn diagram = | definition = | truth table = | logic gate = | DNF = | CNF = | Zhegalkin = | 0-preserving = | 1-preserving = | monotone = | affine = | self-dual = }}
Import
[edit ]To import from Russian Wikipedia, use {{Булева функция }}.
The above documentation is transcluded from Template:Infobox logical connective/doc. (edit | history)
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Editors can experiment in this template's sandbox (create | mirror) and testcases (create) pages.
Add categories to the /doc subpage. Subpages of this template.