@Jbag1212 as others have said, there are the trivial representation (technically any group has a trivial representation of any dimension) and direct sums of the standard representation. You probably want to ask about non-trivial, irreducible representations. One example is given by traceless symmetric tensors, which transform under a 9-d irrep
I had asked the question few moments ago. In 20 seconds a had downvoted the question. Here's the proof
It's not possible to read the whole question in 20 seconds. So, how did he down-vote? Is it ok to down-vote like this?
I liked Pillars well enough the first time through, but the more I tried to replay it over the years the less I like it
there's an overall feel to it - the combat, the characters, the story - that I can't really describe in detail, but it somehow feels flimsy, or...too polished, perhaps?
DE is very pretentious, but it knows it and manages to actually create atmosphere with that
It also recognizes that it doesn't actually need combat as a mechanic and just...doesn't have it. I wish more games at least entertained that idea instead of placing wave after wave of filler enemies so that the player has "something to do" in between the "boring" story bits :P
Could someone here help me in figuring out how to find the future past null infinities. In penrose coordinates the $T=\tan^{-1}(t+r) + \tan^{-}(t-r)$ and $R=\tan^{-1}(t+r) - \tan^{-}(t-r)$ if I need to find future timelike infinity I put r=const and t= +infinity or past timelike infinity I put r=const and t=-infinity...
But how to I find the future and past null infinities. What are the corresponding condition for them...I was trying with t=infinity and r=infinity
@Slereah how can we figure out the eqn for the null infinities
Charge in potential basically means the electric potential, or voltage, is the difference in potential energy per unit charge between two locations in an electric field.
1. Are you happy with the kind of question being posed on the site?
Not totally. I thought this was a site for physicists, but there seems to be an awful lot of high-school kids asking homework questions.
Do you find that the site gives satisfactory answers to the questions asked, and has ...
wow, that is one interesting post
also a shoutout to all the high-school students in that thread! CC @HDE226868 :-)