Witch of Agnesi
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The Witch of Agnesi is a plane cubic curve with the equation (x^2y = 4a^2(2a - y)). This curve is symmetric about the y-axis and approaches the x-axis as an asymptote.1
The curve is named after Maria Gaetana Agnesi, an Italian mathematician. Her 1748 work, Instituzioni analitiche ad uso della gioventù italiana, included a discussion of this cubic curve, which was known in Italian as versiera. This term was mistakenly translated into English as "Witch of Agnesi" due to a confusion with the word for "witch". Agnesi was a pioneering figure, recognized as one of the first women to achieve a reputation in mathematics in the Western world.2
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