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leon1127
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As one can see, the definition of quotient space, group, ring, field, vector space are very similar. It is similarly defined as an algebraic structure with a ~ on it. I am really having trouble vistualise what a quotient space and group are. My professor told me that we can work more easily with a quotient space since they are divided into mutual disjoint set. Is there another reason why it is defined in such a way?
Thx
Leon
Thx
Leon