Darwin Proved by Kofi Busia
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A proof of Darwin's theory of evolution
using geometric & algebraic topology.

The Proof:
(I) Every population forms a “base”, B.
(II) Every population forms a “mapping cylinder”, Mλ.
(III) Every population forms a “universal covering space”, C.
(IV) Therefore … a population free from Darwinian fitness, competition, and evolution is impossible.

Part I | Part II | Part III | Part IV | Part V | Part VI | Part VII | Part VIII