Klein quartic
（ plural ）
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(mathematics) A compact Riemann surface of genus 3 with the highest possible order automorphism group for this genus, namely order 168 orientation-preserving automorphisms, and 336 automorphisms if orientation may be reversed.
Klein quartic
In many advanced courses on algebraic geometry and Riemann surfaces, the Klein quartic is highlighted as a compact genus-3 Riemann surface with the largest possible automorphism group for that genus — 168 orientation-preserving automorphisms and 336 automorphisms if orientation reversal is allowed.
In many advanced courses on algebraic geometry and Riemann surfaces, the Klein quartic is highlighted as a compact genus-3 Riemann surface with the largest possible automorphism group for that genus — 168 orientation-preserving automorphisms and 336 automorphisms if orientation reversal is allowed.
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