So, I have an exam tomorrow

btw, if you care anymore moof Euclidean Space is the exact same as n-space (n just refering to whatever dimension it is)

:)
 
Originally posted by Nixy
btw, if you care anymore moof Euclidean Space is the exact same as n-space (n just refering to whatever dimension it is)

:)
Not quite. First, n-space isn't always finite dimensional. Euclidean space is. Second, n-space does not always have a standard inner product defined. Euclidean space does. :)

Yeah, that's what I thought - dunno wtf fagboy is talking about. :confuse3:
That sound just a bit derogatory you know...
 
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