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82 sonuçtan 1-3 arası sonuçlar
Sayfa 536
says that the stable rank of the ring R does not exceed d, and one writes sr(i?) < d
if any unimodular column of height d + 1 is stable. In its simplest version, the Bass
theorem (see [1, Theorem 3.5 on page 196]) asserts that if R is a commutative ...
says that the stable rank of the ring R does not exceed d, and one writes sr(i?) < d
if any unimodular column of height d + 1 is stable. In its simplest version, the Bass
theorem (see [1, Theorem 3.5 on page 196]) asserts that if R is a commutative ...
Sayfa 676
Four more theorems follow equally easily from the results of Chapter 3 with the
help of the scale transformation. We give the statements. Theorem 2.3. Under the
assumptions of Theorem 3.2.7, let As(g,f) = A(ge,f£) and Mg°J) = A(g°,n- Then ...
Four more theorems follow equally easily from the results of Chapter 3 with the
help of the scale transformation. We give the statements. Theorem 2.3. Under the
assumptions of Theorem 3.2.7, let As(g,f) = A(ge,f£) and Mg°J) = A(g°,n- Then ...
Sayfa 695
Theorem 1.5. Suppose g = gw2 and (1.11) is satisfied. Let W(g°) denote the
operator D*5°D. Then (1.16) \\{He{g,w) + ... we obtain Q = 1. □ This estimate can
be supplemented with the interpolation estimate from Theorem 4.2.8. Theorem
1.6.
Theorem 1.5. Suppose g = gw2 and (1.11) is satisfied. Let W(g°) denote the
operator D*5°D. Then (1.16) \\{He{g,w) + ... we obtain Q = 1. □ This estimate can
be supplemented with the interpolation estimate from Theorem 4.2.8. Theorem
1.6.
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İçindekiler
G KOKAREV AND S KUKSIN | 470 |
3 Linearized differential operators | 480 |
5 Moduli spaces for the solutions of quasilinear elliptic | 488 |
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