Welcome to the 1520 Perfect Dictionary
Click on any title to read the full article
| Lie group | |
|---|---|
| LIE GROUP Definitions: i. A lie group is a smooth manifold whose underlying set of points is equipped with a structure of a group and the multiplication and inverse maps for the group are smooth maps. ii. A smooth manifold obeying the properties and that satisfies the additional condition that the group operations are differentiable. iii. Lie group is a group that is also a differentiable manifold, with the property that the group operations are compatible with the smooth structure. _____________________________________ .. >> WHICHEVER. See perfect manifold (2). ___ See perfect form (1). ___ See perfect type (1). ___ See perfect particularity (1). ___ See perfect property (4). ___ See perfect group (1). >> .. IT'S NOT A 'LIE' ! | |
1520 Products |
||
|---|---|---|
1520 Products was established in 2005 with the purpose of entertaining and teaching us on key and important aspects of life (such as marriage, sex, etc) through the playing of games which will allow us to laugh but at the same time pass a message of what is the right or ideal way. |
||
 1520 Sex Game |
 1520 Puzzles |
 1520 Marriage Game |