# Witt vectors

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### Witt vectors

Let (a,0,0), (0,b,0) and (0,0,c) three witt vectors of $$w_{3}[F_q]$$.
Calculate their sum, i.e (a,0,0), (0,b,0) and (0,0,c)= ?
moksih

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### Re: Witt vectors

(a,0,0) + (0,b,0) + (0,0,c) = (a, b, c)
Guest

### Re: Witt vectors

Thank you for your answer. Would you, please, give me a proof to this identity. In fact, I need a proof or a reference where a an answer with proof of the following question is given :
Let A be a Witt vectors ring such its vectors are o finite length $$\ell$$ and $$(a_0, 0,...,0) , (0,a_1,...,0), ..., (0, 0,...,a_{\ell-1})$$ are vectors of A. Calculate the sum of those $$\ell$$ vectors.

moksih

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