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John Casey (mathematician) : ウィキペディア英語版
John Casey (mathematician)
John Casey (12 May 1820, Kilbehenny, Ireland – 3 January 1891, Dublin) was a respected Irish geometer. He is most famous for Casey's theorem on a circle that is tangent to four other circles, an extension of the problem of Apollonius. However, he contributed several novel proofs and perspectives on Euclidean geometry. He and Émile Lemoine are considered to be the co-founders of the modern geometry of the circle and the triangle.

==Biography==
He was born in Kilbehenny, Limerick, Ireland and educated locally at Mitchelstown, before becoming a teacher under the Board of National Education. He later became headmaster of the Central Model Schools in Kilkenny City. He subsequently entered Trinity College as a student in 1858, and was awarded the degree of BA in 1862. He was then Mathematics Master at Kingston School (1862-1873), Professor of Higher Mathematics and Mathematical Physics at the newly founded Catholic University of Ireland (1873-1881) and Lecturer in Mathematics at University College, Dublin (1881-1891).

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