PROBLEMS AND THEOREMS IN LINEAR ALGEBRA V. Prasolov

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The Bernoulli numbers and S n (k ). 4.4. Theorem . Let u = S 1 (x ) and v = S 2 (x ). Then for k ¸ 1 there exist polynomials p k and qk such that S 2 k +1 (x ) = u 2 p k (u ) and S 2 k (x ) = vq k (u ). Problems Solutions Chapter II. Linear spaces Historical remarks: Hamilton and Grassmann 5. The dual space. The orthogonal complement


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