GrassmannCalculus`
GrassmannProductQ  |
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| | ||||
Details and Options
Examples
(1)
Basic Examples
(1)
In[1]:=
<<GrassmannCalculus`
The following are examples of Grassmann products.
In[2]:=
★A;⋀∘%//
e
1
e
2
e
2
 | GrassmannProductQ |
Out[2]=
e
1
e
2
e
2
Out[2]=
True
In[3]:=
(p⋀q)⋁r%//
| GrassmannProductQ |
Out[3]=
p⋀q⋁r
Out[3]=
True
In[4]:=
(a+)⊖%//
e
1
e
3
α
2
| GrassmannProductQ |
Out[4]=
(a+)⊖
e
1
e
3
α
2
Out[4]=
True
Complements are not Grassmann products.
In[5]:=
p⋀q
| GrassmannProductQ |
Out[5]=
p⋀q
Out[5]=
False
GrassmannProductQ
Listable
In[6]:=
{x⋀y⋀z,⋁y,(x⋀y)⊖z},x
(z+y),(ax)∘y,x⋄y⋄z//MatrixForm%//
//MatrixForm
x
m
 | △ |
λ
 | GrassmannProductQ |
Out[6]//MatrixForm=
x⋀y⋀z | x m | x⋀y⊖z |
x △ λ | (ax)∘y | x⋄y⋄z |
Out[6]//MatrixForm=
True | True | True |
True | True | True |
 |
|
""