St. Petersburg Mathematical Journal, 16. ciltAmerican Mathematical Society, 2005 |
Kitabın içinden
52 sonuçtan 1-3 arası sonuçlar
Sayfa 147
... consequently T1 and Tm are its tail and head . In this case we use the notation ( 2.14 ) = TP : = T1 ( tail ) , T : = Tm ( head ) . : = Vertices T ' and T " are connected by a ( directed ) path P = { T1 , ... , Tm } if T ' = T1 and T ...
... consequently T1 and Tm are its tail and head . In this case we use the notation ( 2.14 ) = TP : = T1 ( tail ) , T : = Tm ( head ) . : = Vertices T ' and T " are connected by a ( directed ) path P = { T1 , ... , Tm } if T ' = T1 and T ...
Sayfa 147
... consequently T1 and Tm are its tail and head . In this case we use the notation ( 2.14 ) = : = TpT ( tail ) , T = Tm ( head ) . Vertices T ' and T " are connected by a ( directed ) path P : = { T1 , ... , Tm } if T ' = T1 and T1 T " Tm ...
... consequently T1 and Tm are its tail and head . In this case we use the notation ( 2.14 ) = : = TpT ( tail ) , T = Tm ( head ) . Vertices T ' and T " are connected by a ( directed ) path P : = { T1 , ... , Tm } if T ' = T1 and T1 T " Tm ...
Sayfa 363
... Consequently , dt ( x - 1 . y ) € B ( 0,2R ) . Using again the triangle inequality on the group H " ( see [ 16 ] ) , we obtain xôt ( x - 1 . y ) € B ( a , 3R ) . -1 The definition of the cone condition , which we use in the next lemma ...
... Consequently , dt ( x - 1 . y ) € B ( 0,2R ) . Using again the triangle inequality on the group H " ( see [ 16 ] ) , we obtain xôt ( x - 1 . y ) € B ( a , 3R ) . -1 The definition of the cone condition , which we use in the next lemma ...
İçindekiler
ISOMETRIC EMBEDDINGS OF FINITEDIMENSIONAL pSPACES | 11 |
OVER THE QUATERNIONS | 104 |
1 Introduction | 117 |
Telif Hakkı | |
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