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Master J
Master J is offline
#9
Mar1-12, 05:19 PM
P: 225
Thanks for the input people, you have cleared up a lot!

The notion of cosets is quite confusing, at least to me. They've made their appearance in a chapter on Vector Spaces and I haven't seen them before.

Another minor detail I have come across is this (perhaps my set theory is lacking!):

if 2 cosets are equal, u + W = v + W, where u & v [itex]\in[/itex] U, then u - v [itex]\in[/itex] U [itex]\bigcap[/itex] W.

How is this the case? Is it simply set theory?