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| data10 = {{{1-preserving|}}} |
| data10 = {{{1-preserving|}}} |
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| label11 = Monotone |
| label11 = [[Monotonic function|Monotone]] |
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| data11 = {{{monotone|}}} |
| data11 = {{{monotone|}}} |
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| label12 = Affine |
| label12 = [[Affine transformation|Affine]] |
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| data12 = {{{affine|}}} |
| data12 = {{{affine|}}} |
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Latest revision as of 16:35, 9 January 2022
Normal forms | |
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Post's lattices | |
Template documentation[view] [edit] [history] [purge]
Usage[edit]
AND | |
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Definition | |
Truth table | |
Logic gate | |
Normal forms | |
Disjunctive | |
Conjunctive | |
Zhegalkin polynomial | |
Post's lattices | |
0-preserving | yes |
1-preserving | yes |
Monotone | no |
Affine | no |
{{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}}.