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68 sonuçtan 1-3 arası sonuçlar
Sayfa 78
In ( 1 + + In 2 23h202 Rc BH202 ( 2 Observe that the right - hand side of ( 83 )
satisfies the nonhomogeneous equation 9 r ' ( 84.1 ) ( x / Rc ) R2 ( 2 / R ) BRC Rc
Provided the spatial arguments in ( 83 ) are equated , the following identity arises
...
In ( 1 + + In 2 23h202 Rc BH202 ( 2 Observe that the right - hand side of ( 83 )
satisfies the nonhomogeneous equation 9 r ' ( 84.1 ) ( x / Rc ) R2 ( 2 / R ) BRC Rc
Provided the spatial arguments in ( 83 ) are equated , the following identity arises
...
Sayfa 468
Suppose the nonlinearity 9 satisfies the requirements of Definition 5 and || 9 - 90
|| 12 ( 1xR ) < 8. We find a sufficiently large T such that R ( 9 , T ) < 8. This can be
done because || 9 - 90 || 11 ( 1 * ( - 1 , T ) ) < || 9 – 90 || 11 ( NxR ) < 8 for any T > ...
Suppose the nonlinearity 9 satisfies the requirements of Definition 5 and || 9 - 90
|| 12 ( 1xR ) < 8. We find a sufficiently large T such that R ( 9 , T ) < 8. This can be
done because || 9 - 90 || 11 ( 1 * ( - 1 , T ) ) < || 9 – 90 || 11 ( NxR ) < 8 for any T > ...
Sayfa 506
However , if 0 is admissible and satisfies ( 5.9 ) , then lim ; S ; ( Ho ) 0 , and so Ho
is compact . 86. VERY BADLY APPROXIMABLE FUNCTIONS In this section we
obtain a necessary and sufficient condition for an admissible infinite matrix ...
However , if 0 is admissible and satisfies ( 5.9 ) , then lim ; S ; ( Ho ) 0 , and so Ho
is compact . 86. VERY BADLY APPROXIMABLE FUNCTIONS In this section we
obtain a necessary and sufficient condition for an admissible infinite matrix ...
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İçindekiler
Данилов Л И Об отсутствии собственных значений в спектре | 47 |
A Antipov and A I Generalov The Yoneda algebras of symmetric special | 377 |
A G Bytsko On higher spin U sl2invariant Rmatrices | 393 |
Telif Hakkı | |
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