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In[]:=
AxiomaticTheory["BooleanAxioms"]
Out[]=
{a.,b.}
a.b.b.a.,
{a.,b.,c.}
a.(b.c.)a.b.a.c.,
{a.,b.}
a.b.
b.
a.,
{a.,b.}
a.b.
b.
a.,
{a.,b.}
a.b.b.a.,
{a.,b.,c.}
a.b.c.(a.b.)(a.c.)
In[]:=
AxiomaticTheoryTWP[AxiomaticTheory["BooleanAxioms"]]
Out[]=
a_b_b_a_,a_(b_c_)a_b_a_c_,a_b_
b_
a_,a_(b_
b_
)a_,a_b_b_a_,a_b_c_(a_b_)(a_c_)
In[]:=
AccumulativeTokenEventGraph[AxiomaticTheoryTWP[AxiomaticTheory["BooleanAxioms"]],1,"TokenLabeling"->True]
Out[]=
In[]:=
AccumulativeTokenEventGraph[AxiomaticTheoryTWP[AxiomaticTheory["BooleanAxioms"]],1,"TokenLabeling"->True,AspectRatio->1]
Out[]=
In[]:=
AccumulativeTokenEventGraph[AxiomaticTheoryTWP[AxiomaticTheory["BooleanAxioms"]],1,"TokenLabeling"->False,AspectRatio->1]
Out[]=
In[]:=
AccumulativeTokenEventGraph[AxiomaticTheoryTWP[AxiomaticTheory["BooleanAxioms"]],1,"TokenLabeling"->False,GraphLayout->"SpringElectricalEmbedding"]
Out[]=

Boolean algebra

Group theory

Monoid

Abelian group

Group Theory

Semigroup

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