Boolean domain

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A boolean domain $\mathbb {B}$ is a generic 2-element set, say, $\mathbb {B} =\{0,1\},$ whose elements are interpreted as logical values, typically, $0=\operatorname {false}$ and $1=\operatorname {true} .$

A boolean variable $x\!$ is a variable that takes its value from a boolean domain, as $x\in \mathbb {B} .$

Syllabus

Focal nodes

• Inquiry Live
• Logic Live

Peer nodes

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Logical operators

Exclusive disjunction Logical conjunction Logical disjunction Logical equality

Logical implication Logical NAND Logical NNOR Negation

Related topics

Ampheck Boolean domain Boolean function Boolean-valued function Differential logic

Logical graph Minimal negation operator Multigrade operator Parametric operator Peirce's law

Propositional calculus Sole sufficient operator Truth table Universe of discourse Zeroth order logic

Relational concepts

Continuous predicate Hypostatic abstraction Logic of relatives Logical matrix

Relation Relation composition Relation construction Relation reduction

Relation theory Relative term Sign relation Triadic relation

Information, Inquiry

Inquiry Dynamics of inquiry

Semeiotic Logic of information

Descriptive science Normative science

Pragmatic maxim Truth theory

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Cactus Language Futures Of Logical Graphs Propositional Equation Reasoning Systems

Differential Logic : Introduction Differential Propositional Calculus Differential Logic and Dynamic Systems

Prospects for Inquiry Driven Systems Introduction to Inquiry Driven Systems Inquiry Driven Systems : Inquiry Into Inquiry

Document history

Portions of the above article were adapted from the following sources under the GNU Free Documentation License, under other applicable licenses, or by permission of the copyright holders.

• Boolean Domain, InterSciWiki
• Boolean Domain, MyWikiBiz
• Boolean Domain, PlanetMath
• Boolean Domain, Wikinfo
• Boolean Domain, Wikiversity
• Boolean Domain, Wikiversity Beta
• Boolean Domain, Wikipedia