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44 sonuçtan 1-3 arası sonuçlar
Sayfa 615
Suppose K = C, R is an NQS-algebra satisfying Conditions CN1 and CN2, and e
is an admissible specialization of C. Let n be an irreducible representation with
central character x- Then: 1) dim(7r) = jidim(nx); 2) fix is algebraic (i.e., Slx is ...
Suppose K = C, R is an NQS-algebra satisfying Conditions CN1 and CN2, and e
is an admissible specialization of C. Let n be an irreducible representation with
central character x- Then: 1) dim(7r) = jidim(nx); 2) fix is algebraic (i.e., Slx is ...
Sayfa 616
Any two vertices ei,ej, i / j, of the quiver of the algebra Rex are linked by the
edges (ei,e.j) and (ej,e{). In particular, the quiver is connected. Proof. Step 1. We
shall prove that all irreducible representations over a common central character x
can ...
Any two vertices ei,ej, i / j, of the quiver of the algebra Rex are linked by the
edges (ei,e.j) and (ej,e{). In particular, the quiver is connected. Proof. Step 1. We
shall prove that all irreducible representations over a common central character x
can ...
Sayfa 760
We denote by T(r) the quasiregular representation of the group Sp(n) in S4n_1:
for f£L2 (S4"-1), we have (T(t)/)(<t) = firmer), where a £ S4n_1 and t £ Sp(n)). Next
, we denote by Tp,,,m(r) the restriction of 1(t) to H(p,q,m), and let tf'£'m(T), 1 < l,k ...
We denote by T(r) the quasiregular representation of the group Sp(n) in S4n_1:
for f£L2 (S4"-1), we have (T(t)/)(<t) = firmer), where a £ S4n_1 and t £ Sp(n)). Next
, we denote by Tp,,,m(r) the restriction of 1(t) to H(p,q,m), and let tf'£'m(T), 1 < l,k ...
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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 |
Telif Hakkı | |
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