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1775–1856 · Hungarian mathematician
Also known as: Wolfgang Bolyai, Фаркаш Бойяи, فاركاش بوياي, ボーヤイ・ファルカシュ, 鲍耶·法卡斯, Бойяи, Фаркаш
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- János Bolyai1802–1860ReportAI suggestion, no reader data yet
Works on the foundations of geometry and the parallel postulate, appended to and continuing the themes of the Tentamen. (AI reason)
- Carl Friedrich Gauss1777–1855ReportAI suggestion, no reader data yet
Rigorous mathematical writing on geometry and number theory, closely tied to the Bolyai–Gauss correspondence. (AI reason)
Euclid-333–-284ReportAI suggestion, no reader data yetThe axiomatic geometry of the Elements is the central subject that Bolyai's foundational works examine. (AI reason)
Adrien-Marie Legendre1752–1833ReportAI suggestion, no reader data yetElementary geometry textbooks with repeated attempts to prove the parallel postulate. (AI reason)
- Georg Friedrich Bernhard Riemann1826–1866ReportAI suggestion, no reader data yet
Writing on the foundations of geometry that extends non-Euclidean ideas. (AI reason)
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Leonhard Euler1707–1783ReportAI suggestion, no reader data yetClear, pedagogical textbooks on arithmetic and analysis in the Enlightenment tradition. (AI reason)
Ferenc Kazinczy1759–1831ReportAI suggestion, no reader data yetHungarian Enlightenment-era prose, letters and verse shaped by language reform and classical ideals. (AI reason)
Mihály Csokonai Vitéz1773–1805ReportAI suggestion, no reader data yetHungarian poetry and drama of the same era, mixing Enlightenment thought with literary experimentation. (AI reason)
Dániel Berzsenyi1776–1836ReportAI suggestion, no reader data yetClassical-style Hungarian odes on philosophical and moral themes from the same period. (AI reason)
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- A Bolyai-Gauss levelezés
- Egy Halhatatlan erdélyi tudós, Bolyai Farkas
- Kurzer grundriss eines versuchs
- A' Marosvásárhelyt 1829-be nyomtatott arithmetika elejének részint föviditett, re̋szint bővitett, általán jobbitott, 's tisztálttabb kiadása
- Tentamen juventutem studiosam in elementa matheseos purae, elementaris ac sublimioris, methodo intuitiva, evidentiaque huic propria, introducendi