Their discovery has rocked the world of mathematics and sparked new discussions on fundamental geometric principles. For over 2,000 years, Pythagoras’ theorem has stood as one of the ...

The Hardy-Weinberg theorem characterizes the distributions of genotype frequencies in populations that are not evolving, and is thus the fundamental null model for population genetics. Under the ...

They continue: "But that isn't quite true: in our lecture, we present a new proof of Pythagoras's Theorem which is based on a fundamental result in trigonometry — the Law of Sines — and we ...

It's long been claimed impossible to use trigonometry to prove what is effectively a theorem that's fundamental to ...