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User:Jon Awbrey/Figures and Tables 13
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Contents
1
Venn Diagrams and Logical Graphs on Two Variables
1.1
Index Order
1.1.1
PNG
1.1.2
HTML + JPG
1.2
Orbit Order
1.2.1
PNG
1.2.2
HTML + JPG
Venn Diagrams and Logical Graphs on Two Variables
Index Order
PNG
Venn Diagrams and Logical Graphs on Two Variables
{\displaystyle {\text{Venn Diagrams and Logical Graphs on Two Variables}}}
HTML + JPG
Boolean Functions on Two Variables
{\displaystyle {\text{Boolean Functions on Two Variables}}}
Boolean Function
{\displaystyle {\text{Boolean Function}}}
Entitative Graph
{\displaystyle {\text{Entitative Graph}}}
Existential Graph
{\displaystyle {\text{Existential Graph}}}
f
0
{\displaystyle f_{0}}
false
{\displaystyle {\text{false}}}
false
{\displaystyle {\text{false}}}
false
{\displaystyle {\text{false}}}
f
1
{\displaystyle f_{1}}
neither
x
nor
y
{\displaystyle {\text{neither}}~x~{\text{nor}}~y}
¬
(
x
∨
y
)
{\displaystyle \lnot (x\lor y)}
¬
x
∧
¬
y
{\displaystyle \lnot x\land \lnot y}
f
2
{\displaystyle f_{2}}
y
and not
x
{\displaystyle y~{\text{and not}}~x}
¬
x
∧
y
{\displaystyle \lnot x\land y}
¬
x
∧
y
{\displaystyle \lnot x\land y}
f
3
{\displaystyle f_{3}}
not
x
{\displaystyle {\text{not}}~x}
¬
x
{\displaystyle \lnot x}
¬
x
{\displaystyle \lnot x}
f
4
{\displaystyle f_{4}}
x
and not
y
{\displaystyle x~{\text{and not}}~y}
x
∧
¬
y
{\displaystyle x\land \lnot y}
x
∧
¬
y
{\displaystyle x\land \lnot y}
f
5
{\displaystyle f_{5}}
not
y
{\displaystyle {\text{not}}~y}
¬
y
{\displaystyle \lnot y}
¬
y
{\displaystyle \lnot y}
f
6
{\displaystyle f_{6}}
x
not equal to
y
{\displaystyle x~{\text{not equal to}}~y}
x
≠
y
{\displaystyle x\neq y}
x
≠
y
{\displaystyle x\neq y}
f
7
{\displaystyle f_{7}}
not both
x
and
y
{\displaystyle {\text{not both}}~x~{\text{and}}~y}
¬
x
∨
¬
y
{\displaystyle \lnot x\lor \lnot y}
¬
(
x
∧
y
)
{\displaystyle \lnot (x\land y)}
f
8
{\displaystyle f_{8}}
x
and
y
{\displaystyle x~{\text{and}}~y}
x
∧
y
{\displaystyle x\land y}
x
∧
y
{\displaystyle x\land y}
f
9
{\displaystyle f_{9}}
x
equal to
y
{\displaystyle x~{\text{equal to}}~y}
x
=
y
{\displaystyle x=y}
x
=
y
{\displaystyle x=y}
f
10
{\displaystyle f_{10}}
y
{\displaystyle y}
y
{\displaystyle y}
y
{\displaystyle y}
f
11
{\displaystyle f_{11}}
if
x
then
y
{\displaystyle {\text{if}}~x~{\text{then}}~y}
x
⇒
y
{\displaystyle x\Rightarrow y}
x
⇒
y
{\displaystyle x\Rightarrow y}
f
12
{\displaystyle f_{12}}
x
{\displaystyle x}
x
{\displaystyle x}
x
{\displaystyle x}
f
13
{\displaystyle f_{13}}
if
y
then
x
{\displaystyle {\text{if}}~y~{\text{then}}~x}
x
⇐
y
{\displaystyle x\Leftarrow y}
x
⇐
y
{\displaystyle x\Leftarrow y}
f
14
{\displaystyle f_{14}}
x
or
y
{\displaystyle x~{\text{or}}~y}
x
∨
y
{\displaystyle x\lor y}
x
∨
y
{\displaystyle x\lor y}
f
15
{\displaystyle f_{15}}
true
{\displaystyle {\text{true}}}
true
{\displaystyle {\text{true}}}
true
{\displaystyle {\text{true}}}
Orbit Order
PNG
Venn Diagrams and Logical Graphs on Two Variables
∙
Orbit Order
{\displaystyle {\text{Venn Diagrams and Logical Graphs on Two Variables}}~{\stackrel {_{\bullet }}{}}~{\text{Orbit Order}}}
HTML + JPG
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