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The Riemann zeta function, denoted as ζ(s), is a function that takes a complex number s as input and produces another complex number as output. It's defined as an infinite sum of terms, where each term is 1 divided by an integer raised to the power of s. Key points: 1. For real numbers greater than 1, it can be thought of as a sum of the reciprocals of natural numbers raised to a power. 2. It extends to the entire complex plane, except for s = 1, where it has a pole (a point where the function g
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