St. Petersburg Mathematical Journal, 10. cilt,579-1070. sayfalarAmerican Mathematical Society, 1999 |
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87 sonuçtan 1-3 arası sonuçlar
Sayfa 609
... relations ( 4.18 ) and ( 4.10 ) coincide . The theorem is proved . Returning to relation ( 4.8 ) , we write it in the form Vi ( A + v2μ ) = 0 , which implies that ( 4.19 ) A + v2 μ = const . We emphasize that A + v2u and the parameters ...
... relations ( 4.18 ) and ( 4.10 ) coincide . The theorem is proved . Returning to relation ( 4.8 ) , we write it in the form Vi ( A + v2μ ) = 0 , which implies that ( 4.19 ) A + v2 μ = const . We emphasize that A + v2u and the parameters ...
Sayfa 656
... relation amy E oij can easily be proved with the help of the commutation relations . Since 02am € г ; for all 0 € R * , the group H contains the commutators [ Ti , -i ( 02a ) , T - i , j ( 0 ̄1y ) ] = T1j ( 0xy ) T_j.j ( ay2 ) and [ Ti ...
... relation amy E oij can easily be proved with the help of the commutation relations . Since 02am € г ; for all 0 € R * , the group H contains the commutators [ Ti , -i ( 02a ) , T - i , j ( 0 ̄1y ) ] = T1j ( 0xy ) T_j.j ( ay2 ) and [ Ti ...
Sayfa 1065
... relation ( 2.10 ) is fulfilled with k = 1 ; thus , the SSF for the pair H + , Ho is well defined . Identity ( 2.11 ) is true for a.e. AER . Proof . It suffices to refer to Propositions 2.7 and 2.8 ( i ) with K = H and G = √V . The relation ...
... relation ( 2.10 ) is fulfilled with k = 1 ; thus , the SSF for the pair H + , Ho is well defined . Identity ( 2.11 ) is true for a.e. AER . Proof . It suffices to refer to Propositions 2.7 and 2.8 ( i ) with K = H and G = √V . The relation ...
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