by nomarbob January 07, 2009
by spanj June 02, 2004
You only get “one chance” in life, one chance at anything, don’t ruin your chance and don’t take it for granted
I had a homie back in the day that was in a relationship with this mulatto chick with some titties. She moved away and had one chance to stop her from moving, he wrote her a poem and she still moved, he had one chance. That’s why his name in my phone is now.. one chance
by Real Chatt Language March 18, 2020
by Nukky8 June 04, 2023
by Leons poopyhead August 19, 2021
by fredj14 October 19, 2023
The symbol: w+1. This is the smallest ordinal number after "omega". Informally we can think of this as infinity plus one. One formulation of ordinals is to treat them as sets of all smaller ordinals. In order to say omega and one is "larger" than "omega" we define largeness to mean that one ordinal is larger than another if the smaller ordinal is included in the set of the larger. The set w+1 would be {w,0,1,2,3,...}. It would be composed of all the non-negative integers plus omega. Thus w+1 by this definition is larger. However, since the cardinality of every ordinal is represented by the cardinality of it's set, we can also show that in a sense w = w+1, since w={0,1,2,3,...} and w+1={w,0,1,2,...} we can pair off arguments as: {(0,w),(1,0),(2,1),(3,2),...}, which shows both sets have the same number of elements, even though w+1 includes one more. Confused? Basically there is two ways to look at comparison of infinities: the cardinal view and the ordinal view. By the ordinal view, omega and one is greater, by the cardinal view omega and omega plus one are the same thing. Cardinals don't play a large role in googology, but the countable ordinals do. So for our purposes the distinction between w and w+1 is important. (I copied this off a google site)
by SauceQuest31 December 29, 2022