Mathematicians uncover a new way to count prime numbers

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Recent advances by mathematicians Green and Sawhney reveal new insights into prime numbers, particularly around the formulation of primes related to squares of integers. This follows the work of Friedlander and Iwaniec, supporting the existence of infinitely many primes expressible in quadratic forms. There are discussions surrounding the implications of their work and additional funding available for AI-driven mathematical research, indicating a cross-pollination of fields that may lead to significant breakthroughs. Despite the excitement, some commenters have criticized the clarity and coherence of the original announcement, suggesting the need for more straightforward communication in scientific reporting.
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