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The solution to this greatest of all Sherlock Holmes mysteries is to be found in a mathematics book, suitably enough - one whose topic is Catastrophe Theory. On Page 196 of Curves and Singularities by J.W. Bruce and P.J. Giblin, we learn that the giant rat of Sumatra is in fact the family of functions $f=t_1t_2(t_1-t_2)(t_1-at_2)$. f_a(t_1,t_2)=t_1t_2(t_1-t_2)(t_1-at_2)$. Section 11.2 (Pages 196-200) of the book explains how we have established that this is indeed the giant rat of Sumatra, and elucidates why indeed the world is not yet prepared to for its story. The relationship between the giant rat and the Matilda Briggs is not discussed, although we are led to suspect the worst, given that catastrophe theory Catastrophe Theory is the book's theme. 1 [made Community Wiki] A famous Sherlock Holmes meta-mystery is the identity of the giant rat of Sumatra. In The Adventure of the Sussex Vampire, Sherlock Holmes declares to Dr. Watson: Matilda Briggs was not the name of a young woman, Watson, . . . It was a ship which is associated with the giant rat of Sumatra, a story for which the world is not yet prepared. Sherlock Holmes fans have tried to figure out what the Giant Rat of Sumatra is, and how it might be related to a ship. The solution to this greatest of all Sherlock Holmes mysteries is to be found in a mathematics book, suitably enough one whose topic is Catastrophe Theory. On Page 196 of Curves and Singularities by J.W. Bruce and P.J. Giblin, we learn that the giant rat of Sumatra is in fact the family$f=t_1t_2(t_1-t_2)(t_1-at_2)\$. Section 11.2 of the book explains how we have established that this is indeed the giant rat of Sumatra, and why indeed the world is not yet prepared to its story. The relationship between the giant rat and the Matilda Briggs is not discussed, although we are led to suspect the worst, given that catastrophe theory is the book's theme.