Viazovska's remarkable construction, famously described by Peter Sarnak as "stunningly simple, as all great things are," earned her the Fields Medal, widely considered the "Nobel Prize of mathematics." She has since proved more results about the theory she developed, such as universal optimality. The solutions in dimensions 8 and 24 rely on a sophisticated interplay between discrete geometry, harmonic analysis, and number theory, making it one of the most impressive results in 21st-century mathematics.
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