Boolean algebras canonically defined - Truth tables - Truth tables for the Boolean operations of arity up to 2Constants 0 f 0

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Structured data parsed from Wikipedia. Truth tables for the Boolean operations of arity up to 2Constants 0 f 0 {displaystyle {}^{0}!f {0}} 0 f 1 {displaystyle {}^{0}!f {1}} 01Unary operations x 0 {displaystyle x {0}} 1 f 0 {displaystyle {}^{1}!f {0}} 1 f 1 {displaystyle {}^{1}!f {1}} 1 f 2 {displaystyle {}^{1}!f {2}} 1 f 3 {displaystyle {}^{1}!f {3}} 0010110011Binary operations x 0 {displaystyle x {0}} x 1 {displaystyle x {1}} 2 f 0 {displaystyle {}^{2}!f {0}} 2 f 1 {displaystyle {}^{2}!f {1}} 2 f 2 {displaystyle {}^{2}!f {2}} 2 f 3 {displaystyle {}^{2}!f {3}} 2 f 4 {displaystyle {}^{2}!f {4}} 2 f 5 {displaystyle {}^{2}!f {5}} 2 f 6 {displaystyle {}^{2}!f {6}} 2 f 7 {displaystyle {}^{2}!f {7}} 2 f 8 {displaystyle {}^{2}!f {8}} 2 f 9 {displaystyle {}^{2}!f {9}} 2 f 10 {displaystyle {}^{2}!f {10}} 2 f 11 {displaystyle {}^{2}!f {11}} 2 f 12 {displaystyle {}^{2}!f {12}} 2 f 13 {displaystyle {}^{2}!f {13}} 2 f 14 {displaystyle {}^{2}!f {14}} 2 f 15 {displaystyle {}^{2}!f {15}} 000101010101010101100011001100110011010000111100001111110000000011111111 Truth tables for the Boolean operations of arity up to 2 Truth tables for the Boolean operations of arity up to 2 Constants 0 f 0 {displaystyle {}^{0}!f {0}} 0 f 0 {displaystyle {}^{0}!f {0}} 0 f 0 {displaystyle {}^{0}!f {0}} 0 f 0 {displaystyle {}^{0}!f {0}} 0 f 0 0 f 0 0 0 0 f 0 f 0 0 {displaystyle {}^{0}!f {0}} 0 f 1 {displaystyle {}^{0}!f {1}} 0 f 1 {displaystyle {}^{0}!f {1}} 0 f 1 {displaystyle {}^{0}!f {1}} 0 f 1 {displaystyle {}^{0}!f {1}} 0 f 1 0 f 1 0 0 0 f 1 f 1 1 {displaystyle {}^{0}!f {1}}

Dataset

Data row number	x 0 {displaystyle x {0}}	1 f 0 {displaystyle {}^{1}!f {0}}	1 f 1 {displaystyle {}^{1}!f {1}}	1 f 2 {displaystyle {}^{1}!f {2}}	1 f 3 {displaystyle {}^{1}!f {3}}

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Data Columns

Name	Description	Data Type
x 0 {displaystyle x {0}}		integer
1 f 0 {displaystyle {}^{1}!f {0}}		integer
1 f 1 {displaystyle {}^{1}!f {1}}		integer
1 f 2 {displaystyle {}^{1}!f {2}}		integer
1 f 3 {displaystyle {}^{1}!f {3}}		integer

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