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View Code? Open in Web Editor NEWClass notes for MATH223 at McGill University
Class notes for MATH223 at McGill University
in the first example: conjugate of 2+i is 2-i
is that a 0 = b?
theorem 25 (i) Hencecv1+v2βKer(T). SoKer(T)βV(we already knewKer(T)βV
I think this is Ker(T)β€V
theorem 35 - idea of proof T(v)vβV -- extra v
last line of pg 40, i think it's 0v = T(0u) right? Cancellation law
example right after theorem 42.
ExT:P2(R)βP2(R)defined byT(f(x)) =x f(x) +f(1). ProveTisinvertible, give formula forTβ1(ax2+bx+c) i think this is T(f(x)) =x f'(x) +f(1) ? (missing single quote for derivative operator)
"operatios"
fof
Last Time: Norm(length) is ||v|| = β(<v,v>)
Missing parenthesis
"mans" -- I think it's supposed to be "means"?
under "illustration of this theorem": I think you meant xy-plane instead of xy-plan
basis* instead of basiss
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