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Given a function sequence f1(x), f2(x), f3(x)..., the limit can be defined in several ways:

- Point by point limit; that is, it converges to a new function at each point.

- Lp convergence; that is, it converges to a new function in Lp-norm.

- Almost everywhere convergent; that is, it converges to a new function except a set with measure zero.

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Q: What are the different rules of finding the limit of function?
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