Rad Jugoslavenske akademije znanosti i umjetnosti, Issues 450-451Jugoslavenska akademija zanosti i umjetnosti., 1990 |
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Page 59
... convex cone , such that KP ≤ C for some real p > 1 . ~ ( i ) If P0 on K1 { x , > 0 } , for every i = 1 , ... , n , then the function F defined by ( 2.1 ) , is strongly concave on K. ( ii ) The same in true if P10 on K1 ~ { x , > 0 , x ...
... convex cone , such that KP ≤ C for some real p > 1 . ~ ( i ) If P0 on K1 { x , > 0 } , for every i = 1 , ... , n , then the function F defined by ( 2.1 ) , is strongly concave on K. ( ii ) The same in true if P10 on K1 ~ { x , > 0 , x ...
Page 64
... convex cone C implies that of F , in C " ( if this last is convex for p > 1 ! ) , provided ( i ) or ( ii ) in Th . 1 is fulfilled . This powerful principle becomes even more attrac- tive when remarking many concavity results are already ...
... convex cone C implies that of F , in C " ( if this last is convex for p > 1 ! ) , provided ( i ) or ( ii ) in Th . 1 is fulfilled . This powerful principle becomes even more attrac- tive when remarking many concavity results are already ...
Page 158
... convex functions . First , we shall give a very simple proof of Theorem 1 . Proof . n Σ Pixi i = 0 n Σ ΡΙ i = 0 n - 1 = V1 ÎÌ ( v , — u , ) − 1 σ ... .. Ï ' ( x 。( 1 − t1 ) + ui + Σ x , ( 1 − tj + 1 ) t 1 2x , j = 1 1 Va t + xnt 1 ...
... convex functions . First , we shall give a very simple proof of Theorem 1 . Proof . n Σ Pixi i = 0 n Σ ΡΙ i = 0 n - 1 = V1 ÎÌ ( v , — u , ) − 1 σ ... .. Ï ' ( x 。( 1 − t1 ) + ui + Σ x , ( 1 − tj + 1 ) t 1 2x , j = 1 1 Va t + xnt 1 ...
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akad akumulacije aller bestimmt bezüglich bilden Bündels buržoazija Büschel Büschel F2 closed compact continuous convex curves defined drugi društva društvene države Ebene ensemble enthält exists F₁ Fall family faß fermé filozofija Flächen folgt following follows functions g₁ Geraden gilt given Grundpunkte holds Hrvatske Hyperbeln inequalities inequality integral inverse system isotropen isotropic J. E. Pečarić Jugoslavije Komplexes TK KS-e LEMMA liegen lim X ljudi mapping Math među Međutim MF² Mittelpunkte Montreal naše nesvrstanosti New Delhi odnosa Ordnung point političke kontrole privrede prove Punkt Punkte quasigroup razvoja real Regelflächen régulièrement results right S-system samoupravljanje SATZ SFRJ Sirakuza sistem Smilja Avramov socijalizma spaces ẞX Strahlen des Komplexes sudaca system X Theorem vanjske politike vector znači zugeordneten zwei поверхности получаем стрикционной линии