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Endrass surface
Mathematical object in algebraic geometry From Wikipedia, the free encyclopedia
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In algebraic geometry, an Endrass surface is a nodal surface of degree 8 with 168 real nodes, found by Stephan Endrass (1997).[1] This is the most real nodes known for its degree;[2] however, the best proven upper bound, 174, does not match the lower bound given by this surface.[2][3]
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