The Secret Harmony of Primes. Sam Vaseghi

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The Secret Harmony of Primes - Sam Vaseghi

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waves”. – No they don’t exactly.

       “They act like number particles”. – No they don’t exactly.6

      One wide ranging implication of interpreting as a superposition of waves is that this interpretation would apply as universally as itself: all phenomena in the universe that can be counted by can be practically interpreted as a superposition of such waves.

      In the next chapters of this book we will show, step-by-step, how natural numbers can be decomposed and (re-)composed as superposition of waves, what role the prime numbers play in this respect, and finally the order and rules the primes’ sequence follows in relation to this.

      Figure 1.7: The first six longitudinal modes of a plane-parallel cavity.

      A natural number greater than 1 is called a prime number if it has no positive divisors other than and itself. The property of being a prime is called primality.

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