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  1. There are infinitely many prime numbers.

  2. Every integer is a product of primes, in essentially unique way.

    (Theorems with NO hypotheses:-)

(Theorems with NO hypotheses:-)

  1. There are infinitely many prime numbers.

  2. Every integer is a product of primes, in essentially unique way.

(Theorems with NO hypotheses:-)

  1. There are infinitely many prime numbers.

  2. Every integer is a product of primes, in essentially unique way.

    (Theorems with NO hypotheses:-)

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Alexandre Eremenko
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  1. There are infinitely many prime numbers.

  2. Every integer is a product of primes, in essentially unique way.

There are infinitely many prime numbers. (A theoremTheorems with noNO hypotheses:-)

There are infinitely many prime numbers. (A theorem with no hypotheses:-)

  1. There are infinitely many prime numbers.

  2. Every integer is a product of primes, in essentially unique way.

(Theorems with NO hypotheses:-)

Source Link
Alexandre Eremenko
  • 91.8k
  • 9
  • 259
  • 429

There are infinitely many prime numbers. (A theorem with no hypotheses:-)

Post Made Community Wiki by Alexandre Eremenko