Peajcariaac J.E., Tong Y.L. — Convex functions, partial orderings, and statistical applications :: Электронная библиотека попечительского совета мехмата МГУ

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Peajcariaac J.E., Tong Y.L. — Convex functions, partial orderings, and statistical applications

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Название: Convex functions, partial orderings, and statistical applications

Авторы: Peajcariaac J.E., Tong Y.L.

Аннотация:

This research-level book presents up-to-date information concerning recent developments in convex functions and partial orderings and some applications in mathematics, statistics, and reliability theory. The book will serve researchers in mathematical and statistical theory and theoretical and applied reliabilists.

Язык:

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1992

Количество страниц: 484

Добавлена в каталог: 17.11.2013

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Предметный указатель

Subadditive functions, definition of      296
Subadditive sequences      279
Submultiplicative functions      109
Sunouchi, G.      218 450
Superadditive functions      8 176 178 280 296 409
Superadditive functions in mean      8
Superadditive functions of nth order      177 178
Superadditive functions, closure property of      296
Superadditive functions, definition of      296
Superadditive sequences      279
Supermultiplicative functions      109
Supermultiplicative functions, closure property of      296
Supermultiplicative functions, definition of      296
Svidskii, P.M.      199 422
Szegoe's inequality      161
Szegoe, G.      159 450
Takashashi, T.      218 245 246 431 450
Takesaki, M.      52 440
Tanasescu, C.      307 314 317 440 450
Tanja, I.J.      292 424
Tchernikov, S.N.      256 450
Teicher, H.      340 388 389 424 427 450
Temple, W.B.      293 451
Thompson, W.A., Jr.      344 427
Thunsdorff, H.      217 451
Tihanski, D.P.      356 451
Timan, A.F.      140 451
Toader, Gh.      57 247 250 251 255—257 261 279—281 439 446 451
Toda, K.      5 452
Tomic, M.      321 452
Tomilenko, V.A.      294 452
Tong, Y.L.      336 344 346 355 358 359 364 366 367 371 374 391 394 400 415 416 423 449 452
Totally-positive-of-order-two ( $TP_{2}$ ) functions      297
Totally-positive-of-order-two ( $TP_{2}$ ) functions and arrangement increasing functions      379
Totally-positive-of-order-two ( $TP_{2}$ ) functions, multivariate generalization of      see "Multivariate totally positive of order two ( $MTP_{2}$ ) functions"
Tudor, Gh.      27 32 33 424 446
Tzimbalario, J.      284 452
Umegaki, H.      51 52 440 452

van der Monde's determinant      24
Varberg, D.E.      1 4—7 9—13 53 70 141 247 325 448
Vasic — Pecaric Inequality      232
Vasic, P.M.      7 8 44 72 73 75 80 81 83 88 89 92 95 99 104 105 109 112 115 124 127 131 133 135 143 147 151 152 154 155 159 162 165 166 172 173 175 176 182 184 198 199 200 203—205 217 224 225 231—233 244 245 262 265 278 279 300—304 323 421 424 434 440 452 454
Vial, J.-P.      42 454
Vietoris, L.      200 454
Vinogradov, O.P.      289 454
Volenec, V.      96 307 316 440 446 455
Volkov, V.N.      195 455
von Neumann, J.      49 455
Walkup, D.W.      345 368 427
Wang, C.-L.      117 147 225 446 455
Wang, X.-H.      147 455
Waszak, A.      281 433
Weinberger, H.F.      159 455
Weyl, H.      321 455
Widder, D.      300 455
Wilkins, J.E.      292 455
Winckler, A.      198 218 455
Wood, B.      305 455
Wright-convex functions      7 13 161 162 322 323
Wright-convex functions and convex functions      7
Wright-convex functions and Jensen-convex functions      7
Wright-convex functions and Szegoe's inequality      161
Wright-convex functions, definition of      7
Wright-convex functions, inequalities for      55
Yang, G.-S.      163 431
You, G.-R.      128 455
Young's inequality      239
Young's inequality, converse of      244
Young's inequality, generalizations of      245 246
Young's inequality, geometric interpretation of      240
Young, W.H.      240 455
Zalgaller, V.      295 423
Zhang, Y.T.      151 455
Zmorovic, V.A.      34 455
Zwick, D.      30 31 74—77 79 427 446 456
Zygmund, A.      39 456

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