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Walter William Rouse Ball (14 August 1850 – 4 April 1925), known as W. W. Rouse Ball, was a British mathematician, lawyer, and fellow at Trinity College, Cambridge, from 1878 to 1905. He was also a keen amateur magician, and the founding president of the Cambridge Pentacle Club in 1919, one of the world's oldest magic societies.
W. W. Rouse Ball. Walter William Rouse Ball (14 de agosto de 1850-4 de abril de 1925) fue un matemático inglés, abogado y miembro del Trinity College de Cambridge de 1878 a 1905. Es conocido principalmente por su labor como historiador de las matemáticas y por ser autor de uno de los libros más populares de matemática recreativa ...
Walter Rouse Ball was an English mathematician best known for his popular books on the History of Mathematics and on Mathematical Recreations. View four larger pictures. Biography. Walter Rouse Ball was the only son of Walter Frederick Ball and his wife Mary Anne Rouse.
Walter William Rouse Ball (14 de agosto de 1850-4 de abril de 1925) fue un matemático inglés, abogado y miembro del Trinity College de Cambridge de 1878 a 1905. Quick facts: W. W. Rouse Ball, Información personal, Nombr...
Walter William Rouse Ball (14 de agosto de 1850 - 4 de abril de 1925), conocido como W. W. Rouse Ball, fue un matemático británico, abogado y miembro del Trinity College, Cambridge, de 1878 a 1905. También fue un entusiasta mago aficionado y presidente fundador del Cambridge Pentacle Club en 1919, uno de los de las sociedades mágicas más ...
Contents. Walter William Rouse Ball. British mathematician. Learn about this topic in these articles: contribution to mathematical recreation. In number game: 20th century. The first edition of W.W. Rouse Ball’s Mathematical Recreations and Essays appeared in 1892; it soon became a classic, largely because of its scholarly approach.
1 de nov. de 2014 · This article examines a chapter of the popular book Mathematical Recreations and Essays (5th to 9th editions) written by the Cambridge mathematician Walter William Rouse Ball (1850–1925). This chapter is devoted to “String Figures”, a procedural activity which consists in producing geometrical forms with a loop of string and ...
