typical set
The (relatively small) set of length-n sequences a source is overwhelmingly likely to actually produce, each occurring with probability close to 2^{-nH(X)}.
The AEP bounds the typical set's size, (1-\varepsilon)2^{n(H-\varepsilon)} \leq |A_\varepsilon^{(n)}| \leq 2^{n(H+\varepsilon)}, vanishingly small compared to the full 2^n possible sequences whenever H(X)<1.
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