How many sporadic groups are there?

26 sporadic groups
Of the 26 sporadic groups, 20 can be seen inside the Monster group as subgroups or quotients of subgroups (sections).

What element beats what in monster legends?

The Circle of Power All Elements are strong against an element and weak against an other, except Special, which is strong and weak to no other element. Example: Thunder is strong against Water, but weak against Earth. Fire is strong against Nature, but weak against Water, etc.

What is metal strong against in monster legends?

Metal is strong against Light, but weak against Magic.

Is the tits group sporadic?

Because the Tits group is not strictly a group of Lie type, it is sometimes regarded as a 27th sporadic group. It is also one of the thin finite groups. The Tits group was characterized in various ways by Parrott (1972, 1973) and Stroth (1980).

Why are there sporadic groups?

Some readers of my book Symmetry and the Monster have asked why there are only a finite number of sporadic groups, rather than an infinite number, and the reason is that they all arise from quirks of one sort of another. These quirks disappear beyond a certain level, so the sporadic groups gradually peter out.

How many dimensions does the monster have?

Together, these six actions form the group of symmetries of our triangle. We can find the symmetries for all kinds of objects: polygons, snowflakes, and the list goes on. But the Monster Group is based on symmetries of a very abstract object, one with an astounding 196,883 dimensions. No more, no less.

How do I contact monster?

Call 1-800-MONSTER (1-800-666-7837) and talk to a Customer Service Representative.

What is the friendly giant/monster simple group of 196883?

The author constructs “by hand” a non-associative but commutative algebra of dimension 196883, and showed that the automorphism group of this algebra is the conjectured friendly giant/monster simple group. The name “Friendly Giant” for the Monster did not take on.

What is monstermonster group?

Monster group is the largest sporadic simple group. Its order is roughly . Through the later half of twentieth century, mathematicians classified all finite simple groups. (A simple group is a group with only two normal subgroups: the trivial group and the group itself).

Which is the largest sporadic simple group?

Monster group is the largest sporadic simple group. Its order is roughly [math]8 \imes 10^{53}[/math]. Through the later half of twentieth century, mathematicians classified all finite simple groups. (A simple group is a group with only two normal subgroups: the trivial group and the group itself).

What is the connection between j-function coefficients and Monster group representations?

This mysterious connection between coefficients of j-function and irreducible representations of Monster group was first discovered by John Conway in 1978 when he was working on the Monster group and modular forms in different days of the same week.