逢甲學報, Band 13逢甲大學, 1980 |
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Ergebnisse 1-3 von 15
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... Proof . Since K is compact , We is closed and KnW , then there exists a compact symmetric neighborhood U of e such that KUWU , then this proof is immediately by lemma 3. 3 . COROLLARY 3.5 . 0 for all v EA , ( G ) , then u = 0 , that is ...
... Proof . Since K is compact , We is closed and KnW , then there exists a compact symmetric neighborhood U of e such that KUWU , then this proof is immediately by lemma 3. 3 . COROLLARY 3.5 . 0 for all v EA , ( G ) , then u = 0 , that is ...
Seite
... proof ) . Proof . ( 1 ) Since TEB * , by Hahn - Banach theorem , there exists T'EA * such that < u , T ' > = < u , T > for cach uEB and ITI- IT'I . Clearly , T ' is also a continuous multiplicative linear function on A. Next , we prove ...
... proof ) . Proof . ( 1 ) Since TEB * , by Hahn - Banach theorem , there exists T'EA * such that < u , T ' > = < u , T > for cach uEB and ITI- IT'I . Clearly , T ' is also a continuous multiplicative linear function on A. Next , we prove ...
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... Proof . Let T be a continuous multiplicative linear functional on A ,, ( G ) whose support is a single point { x , } CG , then , by lemma 3.7 , there exists a continuous multiplicative linear functional T ' on A , ( G ) such that < v ...
... Proof . Let T be a continuous multiplicative linear functional on A ,, ( G ) whose support is a single point { x , } CG , then , by lemma 3.7 , there exists a continuous multiplicative linear functional T ' on A , ( G ) such that < v ...