St. Petersburg Mathematical Journal, 17. cilt,1-551. sayfalarAmerican Mathematical Society, 2006 |
Kitabın içinden
9 sonuçtan 1-3 arası sonuçlar
Sayfa 15
... cyclic group generated by a hyperbolic element . We have yJYJET if yг . Clearly , ( JJ ) yJ = J ( yJyJ ) . As in ( 2.6 ) , we have Then 91 ( 7J ) 9ī1 = ( ^入 0 -X - 1 1 ) ( mod1 ) , X > 1 . is a hyperbolic element . 91 ( 7JJ ) 911 ...
... cyclic group generated by a hyperbolic element . We have yJYJET if yг . Clearly , ( JJ ) yJ = J ( yJyJ ) . As in ( 2.6 ) , we have Then 91 ( 7J ) 9ī1 = ( ^入 0 -X - 1 1 ) ( mod1 ) , X > 1 . is a hyperbolic element . 91 ( 7JJ ) 911 ...
Sayfa 17
... cyclic group . Let h ( J ) be the generator of TJ . Then ( 3.28 ) x ( 7 ) kɛ ( u ( z , yJz ) ) dμ ( z ) Σχ { J } r tr ( YJ ) = 0 FJ nontrivial = = = Σ x ( 7 ) { J } r tr ( YJ ) = 0 TJ nontrivial Σ { J } r tr ( yJ ) = 0 FJ nontrivial Σ ...
... cyclic group . Let h ( J ) be the generator of TJ . Then ( 3.28 ) x ( 7 ) kɛ ( u ( z , yJz ) ) dμ ( z ) Σχ { J } r tr ( YJ ) = 0 FJ nontrivial = = = Σ x ( 7 ) { J } r tr ( YJ ) = 0 TJ nontrivial Σ { J } r tr ( yJ ) = 0 FJ nontrivial Σ ...
Sayfa 322
... cyclic group Z3 acts freely on the manifold M by cyclic permutations of the vectors ē1 , ē2 , ēз , and acts on R6 by simultaneous cyclic permutations in the first and second triples of coordinates of its points . By construction , the ...
... cyclic group Z3 acts freely on the manifold M by cyclic permutations of the vectors ē1 , ē2 , ēз , and acts on R6 by simultaneous cyclic permutations in the first and second triples of coordinates of its points . By construction , the ...
İçindekiler
Антипов М А Генералов А И Конечная порожденность алгебр | 1 |
A Antipov and A I Generalov The Yoneda algebras of symmetric special | 377 |
of index issues of Mathematical Reviews | 379 |
Telif Hakkı | |
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