[51]
page 319, line -8: permition -> permission
page 321, line 14: idenpotent -> idempotent.
page 322.,Definition 3.1.: the first
= -> +.
page 329, Example 5.4: The inverse of u is axa+1-xa, not u.
[79]
page 150, line 9: I. N Herstein -> I.N. Herstein
page 152, line 8: east -> least.
page 153, line 7: traingular -> triangular.
page 155, line 5: in as -> in
[22] as.
page 155, line 2 from botton: uniqely -> uniquely.
page 160, reference 3: use Roman for
the title of article.
[93]
page 654,
see my letter to Keller, 1/9/91.
[95]
page 223, Lemma (1.1): \cup ->
\cap
page 225, line 7: [E2A,
L(H)]
-> E2(A. L(H))
page 226, line 11: [11] -> [13].
page 22 Lemma (3.2): . Then -> \in K. Then
[97]
page 219, line -20 A
-> H
page 221 line-12 \sum ->
\sum_{y=1}^{n-1}
page 222 line 7 first k,j -> j, k
page 222 line -14 (9)
-> (11).
[108]
page 446, line 14: 5 -> 3.
page 454, line 19: solution
-> solutions.
[116]
Knüppel
]135.]
Theorem 1.4.
Proof of Theorem 1.4(iv)
to get deg(a) \le k^3-2k^2-k we
need more summonds.
many corrections on paper by Christiaan van de Woestijne
-----
page line ->
2964 4
k3
k^3
2964 19 )^k ^k)
2965 12 (6) (7)
2965 20 w'_k(A) w_{k'}(F)
2965 -2 F, F
2965 -1 k(K+1) K(K+1)
2966 Corollary 1.3(ii) should go because
Theorem 1.2 says nothing about strict sums.
2966 In Theorem 1.4(iv) increase the
number of terms by the numbers
given in (i)
and (ii).
2966 -11 \in F \in F_k
2966 -10 (b,a) (b,A)
2966 -2
cossets cosets
2967 10
k(K+1) K(K+1)
2968 2 a_i
x_i
2968 6
Lemma 3.1 Corollary
3.2
2968
9 d/k. d/k
2968 -14 (t d_i(t
2968 -8
Proposition 3.8 Corollary
3.7
2969 12 g q
2969 13 k(K+1) K(K+1)
2969 -12 x k