yes

yes sure that's good

sounds good

great, thanks

1

what is the algebr. Mult. if m0, m1, m2 are different from each other?

Is there any reason we dont use the complex space for t, as the Professor has done that only sometimes, or is that only when we talk about matricies with imaginary Elements?

yes thanks

yes, please

the second one

the second one

sheet 10

2nd one

yes

yes

2

2

2

2

1

2

2

yes

one question, how do we know, which of the two eigenvalues is the first one?

okey, thx!

if the geom. M. is NOT =2 for lambda 1, do we even need to check lambda 2?

okay, thank you

1

1

quick question what is the difference between eigenspace and eigenvector

yes

yes

got it

thank you

yes

shouldn't it be -1?

no, it just changes the sign of the imaginary numbers

yes

thank you very much

ahaa

thank you

is a matrix with alg m. 1 always diagonalisable as the geo m. is equal to or less than the am

can you just say me the result of w_2 in exercise 2 sheet 9?

yes

ok

thank you

ok thank you

your explanations are very helpful - thank you!

can you scroll down

yes here

Have a nice week, and thank you

thanks a lot

thank you bye!