Albert Einstein hailed general relativity as "a real triumph" for mathematics in 1915, marveling at how mathematical theories could so aptly describe the realities of spacetime.
Mathematics was invented to survey and quantify the physical world, emerging from practical needs like tallying goods, yet it progressively advanced into deep abstraction.
Now, insights from physics are leading to breakthroughs in mathematics, with mathematicians finding inspiration in natural laws to solve long-standing problems.
The connection between the cosmos and abstract mathematics raises profound questions about why physics, rooted in the tangible world, can inform complex mathematical inquiries.
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