If a woman had only one hair on her head before that one hair was pulled that statement would be proven false.
What? You would say that a woman with one hair on her head had a 'full head of hair'? I don't think so. That doesn't make it false.
If you remove only one hair on the head of a woman with a "full head of hair" and it leaves a full head of hair after pulling it it makes the statement true.
Yes, that's the point.
If you pull more than one hair, you are changing the original statement.
Wrong. When you pull a hair, according to the statement, if it is true,
then she still has a full head of hair.
The statement says you only pull one hair leaving the full head of hair.
Exactly, after you pull a hair, then she still has a full head of hair. Thus you can use the statement again. "If we remove one hair from the head of a woman
with a full head of hair [which she does, since we're assuming the statement was true], then she still has a full head of hair."
If you continue to pull more hair one by one you change the statement
Wrong. If the statement is true, it is always true. At the end of every hair plucking, she has a full head of hair, according to the statement (if it is true). And you can apply truth after truth as many times as you wish.
But if you do that, she winds up bald, and the statement is clearly not true.
The statement now must take into account the fact that more than one hair is being removed.
WRONG. The statement says that she's
in the same state (having a full head of hair) after the removal of
one hair. If you continue the process, each time you remove one hair, she's in the same state. According to the statement. And this leads to nonsense.
To reflect the reality of the process going on...pulling more than one hair from the full head of hair one must recognize that it is illogical to understand the process as portrayed by the original sentence. We are not pulling only one hair, we are pulling multiple hairs to the point of leaving none.
No, I'm sorry, you're not thinking about this clearly enough. The statement only refers to the removal of one hair, and that's all I'm using it for. You remove one hair, she's in the same state. You remove one hair, she's in the same state. You remove on hair, she's in the same state. All of that is based on the statement, which only refers to one hair removals.
But when you do that a few thousand times, she's bald, and it's clear that she no long has a full head of hair. Hence the paradox, and the determination that the statement is neither true nor false.