Relating to Janos Bolyai, a Hungarian mathematician who independently discovered non-Euclidean geometry.
From the proper name Bolyai (Hungarian mathematician, 1802-1860) + -ian suffix. The term commemorates his groundbreaking work that challenged centuries of geometric assumptions.
Bolyai proved that parallel lines don't have to behave the way everyone assumed—and a whole new mathematics was born in his notebook, yet so few people know his name compared to Euclid or Einstein.
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