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| Beckenbach E., Bellman R. — Inequalities (Ergebnisse der Mathematik und ihrer Grenzgebiete. 2. Folge) |
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| Предметный указатель |
Representation of Ingham-Siegel 65 66
Representation theorem 55
Reproducing kernel 115 128 129 149
Resonance of Landau 116 117
Resonance theorem 98—-102
Rheinbolt, W. 45 54 70
Riccati, J.H. 132 143 155 164 179 181
Riemann, G.F.B. 3 102 108 155 163
Riesz, F. 90 99 101 106 107 111 113 126—128 146 160
Riesz, M. 52 150
Riley, V. 120 130
Robinson, J. 121 130
Rogosinski, W.W. 124 131
Rolle's theorem 11 37 132
Rolle, M. 10 11 37 132 144 161
Romanovsky, E.R. 137 158
Root of largest absolute value 80—83 85
Root of smallest absolute value 85
Root with largest real part 83 84
Root, characteristic 55 56 68—86
Rosenbloom, P. 98 105 123 125 126 131
Roux, J. 158
Royden, H. 105 116 126
Ruderman, H.D. 32 53
Rutherford, D.R. 183 188
Rutman, M.A. 81 94
Ryser, H.J. 31 53 80 92
Sacksteder, R. 157 163
Samuelson, H. 81 83 94 95 101 120
Savage, L.J. 130
Schaeffer, A.C. 165 185
Schaeffer, J.J. 118 129 159
Schapira, H. 10 50
Schiffer, M.M. 130
Schlesinger, L. 10 50
Schmidt, E. 166 187
Schneider, H. 90
Schoenberg, I.J. 56 87 92 96 97 100 114 128 133 144 155 158 178
Schreiber, S. 31 52
Schur condition 32
Schur transformation 31
Schur, I. 1 31 32 47 48 52 54 64 79 89 92 112 128
Schwartz, L. 101 114 124 126
Schwarz's inequality 21—23
Schwarz, B. 185 188
Schwarz, H.A. 21—23 39 45 47 53 54 98 102 104
Schweitzer, P. 44
Schweizer, B. 55
Selberg, A. 66 157
Separating plane 98
Serbyn, W.D. 157 164
Shapiro, H.N. 157 163
Shapiro, H.S. 124 131
Shapley, L. 100 109 111 125
Sherman, S. 52 86 96
Shiffman, M. 130
Shniad, H. 51
Shohat, J. 100 103 110—112 125
Siegel, C.L. 47 54—56 65 66 89 90
Silverman, L.L. 117
Simplex method 119 129
Sklar, A. 55
Slepian, P. 86 95 96 178 187
Smith, K.T. 100 115 129 132 149
Solow, R. 81 83 95 101 120
Space,  106 107 166—175
Space, dual 97
Space, Lorentz 38
Space, moment 28 39 45 99
Space, statistical metric 55
Stability matrix 88
Stability theory 134 135 156 157
Starzinskii, V.M. 166 187
Statistical metric space 55
Steffensen's inequality 48 49
Steffensen's, extensions of 49
Steffensen, J.F. 2 48 49 54
Steinhaus, H. 98 101 117 118 123 129 131
Stepanov, V.V. 135 158
Stieltjes, T.J. 3 97 102 108 141 142 159
Stiemke, E. 119 129 130
Stirling, J. 8
Strutt, J.W. 71
Stuetzfunktion 28 29
Sturm — Liouville theory 140 142 148 159 162 166 178 179
Sturm, C. 140 142 148 159 162 166 178
Subadditivity 24
Subharmonic function 146
Sum of order t 18
Superharmonic function 146
Symmetric function, elementary 10 11 33—35 78—80
| Symmetric matrix 57
Synge, J.L. 39 53
Sz.-Nagy's inequality 166 167 175
Sz.-Nagy, B. 115 128 165 166 168 175 185—187
Szasz's inequality 64 65
Szasz, O. 64 89 112
Szegoe, G. 2 44 47 54 61 100 111—114 127 128 143 149 157 162
t norm 16
Tamarkin, J. 100 103 110—112 125
Tatarkiewicz, K. 32
Tauber, A. 157 163 165
Taussky, O. 59 62 85 88 90 95 138 159 166 177 182—184 186
Tautz, G. 146 160
Taylor expansion, generalized 132 147
Taylor, B. 132 144 147 161
Theory of games 83
Thomas, R.G. 86 96
Thompson, G.L. 94
Titchmarsh, E.C. 165 185 187
Todd, J. 45 54 166 177 182—184 186
Toeplitz matrix 113 128
Toeplitz, A. 100 113 117 128
Tornheim, L. 145 160
Trace of a matrix 66 70 87
Transformation of Schur 31
Transformation, adjoint 79 80
Transformation, induced 79
Transformation, positive 56
Transformation, variation-dimishing 56 86 87 92
Triangle inequality 20 24 55
Trigonometric moment 99
Trigonometric polynomial 111 112 155
Tucker, A.W. 120 130
Twin paradox 39
Ulam, S. 156 163
Unitary matrix 93
Ursell, H.D. 99 103 126
Valiron, G. 145 160
Varga, O. 39 53 82 94
Variation-diminishing transformation 56 86 87 92 133 155 159
Variational methods 81—83 141
Vector, characteristic 82 83
Vector-matrix differential inequality 132 136—139
Volume, mixed 29 90
Von Neuman, J. 81 83 93 94 100 101 114 120 128 130 166 172 186
Wald, A. 55 81 94
Walsh, J.L. 109 127
Walter, W. 163
Ward, J.C. 80 92
Waring, E. 111
Watson, G.S. 45 54
Weil, A. 114 128
Weinberg, L. 86 95 96
Weinberger, H.F. 2 41 48 54 85 95 133 148 155 157 161 164
Weinstein, A. 162
Weiss, G.H. 113 128
Wendroff inequality 154 155
Wendroff, B. 154
Weston, J.D. 110 127
Westphal, H. 133 154 162
Westwick, R. 79
Weyl, H. 75 89 91 101 115 119 123 126 128 129 131 178 187
Whiteley's inequality 36
Whiteley, J.N. 1 35 53
Whittle, P. 178 187
Widder, D.V. 87 96 100 125 128 132 147 157 161 164
Wieldandt, H. 75 81 85 91 94 95
Wiener, N. 88 97
Wigner, E. 86 96
Wilkins, J.E.Jr. 132 143 146 159
Williams, J.D. 120 130
Williamson, J. 65 89
Williamson, R.E. 87 97
Wing, G.M. 162
Wintner, A. 80 93 132 133 146 147 158
Wirtinger's inequality 140 141 166 177 180 185 186
Wirtinger, W. 140 141 166 177 180 185 186
Wishart, J. 90
Wittich, H. 163
Wolfe, P. 120 129
Wong, Y.K. 129 159
Woodbury, M.A. 129 159
Wright, E.M. 54 157 163
Wronski, J.H. 143 144 159
wronskian 143 159
Yano, K. 157 163
Young's inequality 15
Young, L.C. 29 52
Young, W.H. 1 15 51
Zaremba, S. 101 123 130 147 161
Zygmund, A. 1 25 30 51 52 117 118 123 125
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