How a mapping is taken by considering about the minimal polynomial of a linear transformation
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I am studying the following proof.
image 1
There under Case 2, they have taken that $T(i,j)=(-j,i-j)$. Can someone please explain bit more about how it was taken with more steps or description?
Thanks a lot in advance.
group-theory finite-groups linear-transformations
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up vote
0
down vote
favorite
I am studying the following proof.
image 1
There under Case 2, they have taken that $T(i,j)=(-j,i-j)$. Can someone please explain bit more about how it was taken with more steps or description?
Thanks a lot in advance.
group-theory finite-groups linear-transformations
add a comment |Â
up vote
0
down vote
favorite
up vote
0
down vote
favorite
I am studying the following proof.
image 1
There under Case 2, they have taken that $T(i,j)=(-j,i-j)$. Can someone please explain bit more about how it was taken with more steps or description?
Thanks a lot in advance.
group-theory finite-groups linear-transformations
I am studying the following proof.
image 1
There under Case 2, they have taken that $T(i,j)=(-j,i-j)$. Can someone please explain bit more about how it was taken with more steps or description?
Thanks a lot in advance.
group-theory finite-groups linear-transformations
group-theory finite-groups linear-transformations
edited Sep 3 at 8:46
Buddhini Angelika
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485
asked Sep 1 at 4:38
Jane
12
12
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