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This document provides a proof that there are infinitely many prime numbers. It does so in the following steps: 1) It establishes a relationship between sums of functions and their integrals, which allows replacing sums with integrals. 2) It applies this to the sum of the reciprocals of integers, showing this sum is bounded above and below by logarithms. 3) It represents the sum over integers as a product over primes, encapsulating unique prime factorization. 4) Applying prior results shows the sum o

Author

adrverhar

Language

EN