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:

    Nothing ever prepares a couple for having a baby, especially the first one. And even baby number two or three, the surprises and challenges, the cosmic curve balls, keep on coming. We can’t believe how much children change everything—the time we rise and the time we go to bed; the way we fight and the way we get along. Even when, and if, we make love.
    Susan Lapinski (20th century)

    O, beware, my lord, of jealousy!
    It is the green-eyed monster which doth mock
    The meat it feeds on.
    William Shakespeare (1564–1616)

    Now, honestly: if a large group of ... demonstrators blocked the entrances to St. Patrick’s Cathedral every Sunday for years, making it impossible for worshipers to get inside the church without someone escorting them through screaming crowds, wouldn’t some judge rule that those protesters could keep protesting, but behind police lines and out of the doorways?
    Anna Quindlen (b. 1953)