Baby Monster Group

In the mathematical field of group theory, the Baby Monster group B (or just Baby Monster) is a group of order

241 · 313 · 56 · 72 · 11 · 13 · 17 · 19 · 23 · 31 · 47
= 4154781481226426191177580544000000
≈ 4 · 1033.

The Baby Monster group is one of the sporadic simple groups, and has the second highest order of these, with the highest order being that of the Monster group. The double cover of the Baby Monster is the centralizer of an element of order 2 in the Monster group.

Read more about Baby Monster Group:  History, Representations, Maximal Subgroups

Famous quotes containing the words baby, monster and/or group:

    Only when human sorrows are turned into a toy with glaring colors will baby people become interested—for a while at least. The people are a very fickle baby that must have new toys every day.
    Emma Goldman (1869–1940)

    I’ve created a hundred times the monster that my father made.
    —W. Scott Darling. Erle C. Kenton. Dr. Frankenstein (Sir Cedric Hardwicke)

    For me, as a beginning novelist, all other living writers form a control group for whom the world is a placebo.
    Nicholson Baker (b. 1957)