Okay, just to make sure I have this straight:

Given a group G and an element g of G

The "stabilizer" of g is the subset such that for all .

And the stabilizer of g is a subgroup of G, right?

Thanks!

-Dan

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- May 21st 2008, 08:05 AMtopsquarkStabilizers
Okay, just to make sure I have this straight:

Given a group G and an element g of G

The "stabilizer" of g is the subset such that for all .

And the stabilizer of g is a subgroup of G, right?

Thanks!

-Dan - May 21st 2008, 08:10 AMThePerfectHacker
- May 21st 2008, 08:12 AMtopsquark