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| Ïîèñê ïî óêàçàòåëÿì |
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| Graham C.C., McGehee O.C. — Essays in Commutative Harmonic Analysis |
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| Ïðåäìåòíûé óêàçàòåëü |
Frisch, M., [1] 408
Fuchs, L,, [1] 191
Function of bounded variation 83 85 124
Function, affine 406
Function, almost periodic 42 45 364 377 392
Function, analytic 251 255 325 327
Function, Bessel 318
Function, entire 213 261 262 265
Function, generalized 123
Function, harmonic 317
Function, homogeneous 317
Function, k-radial 317ff.
Function, Lipschitz 37 90 260 293 334
Function, positive-definite 41 42 47 65 268ff.
Function, Rademacher 340 341
Function, real-analytic 251 252 255
Function, real-entire 251 252 261 366
Function, that is not a Fourier transform 37
Function, whose Fourier series does not converge pointwise 7
Functional calculus see “Functions that operate”
Functions that operate 213 251ff. 258 282 308 324ff.
Functions that operate from ... to ... 251
Functions that operate in 252
Functions that operate in  261
Functions that operate in  213ff. 265ff.
Functions that operate in A(E) 252 402ff.
Functions that operate in A(G) 255ff.
Functions that operate in B(G) 261ff.
Functions that operate on positive-definite functions 268ff.
Galanis, E., [1] 65
Galanis, E., [2] 65
Galanis, E., [3] 357
Galanis, E., [4] 65
Gamelin, T.W., [1] 229 241 246 261 358
Gatesoupe, M., [1] 324
Gaudry, G.I. listed with “Edwards R.E.” “Figa-Talamanca A.”
Gaudry, G.I., [1] 293
Gaudry, G.I., [2] 294
Gaussian, curvature 72
Gaussian, processes 66
Gel’fand, I.M., Raikov, D.A., and Silov, G.E., [1] 132 229
Generalized, character 124 125 126 182 234 269
Generalized, function 123
Generalized, Purity Theorem see “Theorem”
Gilbert, J.E. listed with “Bachelis G.F.”
Gilbert, J.E., [1] 73
Gilbert, J.E., [2] 73
Girard, D.M., [1] 408
Girard, D.M., [2] 408
Gleason part 137 246ff.
Glicksberg, I. listed with “deLeeuw K.”
Glicksberg, I., and Wik, I., [1] 294
Glicksberg, I., [1] 27
Glicksberg, I., [2] 238
Glicksberg, I., [3] 32
Goldberg, R.R., and Simon, R.B., [1] 238
Gp' 166
Graham, C.C., and MacLean, A., [1] 203 222 421
Graham, C.C., Host, B., and Parreau, F., [1] 222
Graham, C.C., [10] 222
Graham, C.C., [11] 268 269 280
Graham, C.C., [12] 347
Graham, C.C., [1] 361
Graham, C.C., [2] 353 407
Graham, C.C., [3] 280
Graham, C.C., [4] 159
Graham, C.C., [5] 159 167
Graham, C.C., [6] 390 404
Graham, C.C., [7] 242
Graham, C.C., [8] 238
Graham, C.C., [9] 159
Graham, J.W. (v)
Greenleaf, F.P., [1] 407
Gregory, M.B., [1] 93 408
Grothendieck, A., [1] 46
Grothendieck, A., [2] 38
Grothendieck’s constant see “Constant”
Group, algebra see “Algebra”
Group, Cantor 90 107 408
Group, connected 66
Group, divisible 191
Group, dyadic see “Group Cantor”
Group, exponent p 268
Group, free compact abelian 61ff. 65
Group, Lie 6
Group, metrizable 20 66
Group, multiplicative 36 62
Group, ordered 19
Group, second-countable 67
Group, torsion-free 6 19
Growth of powers 260 407ff. 412
Gunning, R.C., and Rossi, H., [1] 241 271 322
Hahn, L.S. listed with “Blum J.R. and B.”
Haight, J.A., [1] 169
Halberstam, H., and Roth, K.F., [1] 37
Halmos, P., [1] 159 185
Hardy, G.H., and Little wood, J.E., [1] 2
Harmonic, function see “Function”
Harmonic, spherical see “Spherical”
Harmonic, synthesis see “Synthesis”
Hartman, S. 226
Hartman, S., and Ryll-Nardzewski, C., [1] 409
Hartman, S., and Ryll-Nardzewski, C., [2] 409
Hartman, S., and Ryll-Nardzewski, C., [3] 409
Hartman, S., and Ryll-Nardzewski, C., [4] 159
Hartman, S., J.-P. Kahane and Ryll-Nardzewski, C., [1] 409
Hartman, S., [1] 385
Hausdorff measure see “Measure”
Hedstrom, G.W., [1] 407
Hedstrom, G.W., [2] 408
Heiberg, C.H., [1] 408
Heiberg, C.H., [2] 408
Heiberg, C.H., [3] 408
Heiberg, C.H., [4] 408
Helson, H. 368 (listed also with “Beurling A.”)
Helson, H., and J.-P.Kahane, [1] 260 261
Helson, H., and J.-P.Kahane, [2] 66
Helson, H., constant see “Constant”
Helson, H., Kahane, J.-P., Katznelson, Y., and Rudin, W., [1] 260 264
Helson, H., set see “Set”
Helson, H., set, Kns elements in see “Theorem Kns”
Helson, H., [1] 6
Helson, H., [3] 114
Helson, H., [4] 6
Helson’s Translation Lemma see “Lemma”
Hermitian measure see “Measure”
Herz criterion 76 84 101
Herz criterion, modified 77 84
Herz, C.S. 65 (listed also with “deLeeuw K.”)
Herz, C.S., [10] 294
Herz, C.S., [11] 294
Herz, C.S., [1] 84
Herz, C.S., [2] 72
Herz, C.S., [3] 72 84
Herz, C.S., [4] 72
Herz, C.S., [5] 72
Herz, C.S., [6] 279
Herz, C.S., [7] 293
Herz, C.S., [8] 312
Herz, C.S., [9] 65
Hewitt, E. listed with “Brown G.”
Hewitt, E., and Kakutani, S., [1] 159
Hewitt, E., and Kakutani, S., [2] 182
Hewitt, E., and Ross, K.A., [1] (xiii) 40 41 44 159 191 233 236
Hewitt, E., and Stromberg, K., [1] 170 173
Hewitt, E., and Stromberg, K., [2] 238
Hewitt, E., and Zuckerman, H.S., [1] 17 202
Hewitt, E., and Zuckerman, H.S., [2] 202 203 209
Hewitt, E., and Zuckerman, H.S., [3] 202
Hewitt, E., and Zuckerman, H.S., [4] 126
| Hewitt, E., [1] 159 202
Hilbert space 4
Hille, E., and Phillips, R.S., [1] 57 292
Hille, E., and Tamarkin, J.D., [1] 238
Hille, E., [1] 270 273
Hilpher,, andrei 409
Hlawka, E., [1] 72
Hoelder inequality see “Inequality”
Hoermander, L., [1] 288 293 294
Hoffman, K., [1] 28 358
Hofmann, K.H., and Mostert, P., [1] 133
Holbrook, J.A.R., [1] 32
Homogeneous, algebra see “Algebra”
Homogeneous, function see “Function”
Homomorphisms 6 56 60 61 64 282
Homomorphisms of tensor algebras 353
Honolulu (viii)
Horn, A., [1] 64
Horn, R.A., [1] 47
Horn, R.A., [2] 47
Host, B. listed with “Graham C.C. and F.”
Host, B., and Parreau, F., [1] 137
Host, B., and Parreau, F., [2] 222
Host, B., and Parreau, F., [3] 222
Hypergroup 137
Hyperplane, rational 25ff.
i.p. (= independent power) measure see “Measure”
Ideal, antisymmetric maximal see “Maximal”
Ideal, has exactly k generators 315 316 322
Ideal, hull of an 69 70 103
Ideal, not finitely generated 313ff.
Ideal, not generated by k-1 elements 317
Ideal, not singly generated 313 316
Ideal, principal 71
Ideal, symmetric maximal see “Maximal”
Idempotent in B (E) 226ff.
Idempotent, elements 1ff. 38 281 373
Idempotent, maximal ideal 130 156 245
Idempotent, measures 139
Idempotent, norms of elements 6ff.
Idempotent, theorem see “Theorem”
Igari, S., [1] 293
Igari, S., [2] 307
Independent, power measure see “Measure”
Independent, set see “Set”
Independent, strongly independent power measure see “Measure”
Individual symbolic calculus (= individual functional calculus) 261
Inequality, Bernstein’s 372 373 376 384 418
Inequality, Cauchy — Schwarz 33 207 344
Inequality, generalized Holder 320
Inequality, Holder 40 342
Inequality, Jensen’s 13
Inequality, Schwarz’s see “Inequality Cauchy
Infinite, convolution see “Measure”
Infinite, product measure see “Measure”
Interpolation set see “Set”
Inverse limits 61
Invertible measure see “Measure”
Irrational number 287
Isomorphisms 405ff.
Isomorphisms from A (E) to  333
Isomorphisms from A (E) to A(F) 333 405 406
Isomorphisms from A (E) to V 309 338 355
Isomorphisms from B (E) to N 355
Isomorphisms of norm less than  407
Isomorphisms of tensor algebras 348ff.
Isoperimetric problem 371
Ito, I. listed with “Amemiya I.”
Ito, K., and Kawada, Y., [1] 6
Ito, T., and Schreiber, B.M., [1] 313
Ivasev-Musatov, O.S., [1] 93
Ivasev-Musatov, O.S., [2] 93
Ivasev-Musatov, O.S., [3] 93
Izuchi, K., [1] 137
Jensen’s Inequality see “Inequality”
Jerusalem (viii)
Jessen — Wintner Purity Theorem see “Theorem”
Jessen, B., and Wintner, A., [1] 176 178
Jewitt, R.I., [1] 137
Jodeit, M.Jr., [1] 294
Jodeit, M.Jr., [2] 294
Johnson, B.E., [1] 179 230 231
Johnson, B.E., [2] 231 293 408
Johnson, B.E., [3] 231
Johnson, B.E., [4] 122 128
Johnson, G.W., and Woodward, G.S., [1] 348
Kahane, J.-P. (vii) 261 407 K. and Y.” “Hartman S. and C.” “Helson H.” “Helson H. Katznelson Y. and W.”)
Kahane, J.-P., and Katznelson, Y., [1] 260
Kahane, J.-P., and Katznelson, Y., [2] 90
Kahane, J.-P., and Katznelson, Y., [3] 37
Kahane, J.-P., and Katznelson, Y., [4] 93
Kahane, J.-P., and Katznelson, Y., [5] 410
Kahane, J.-P., and Rudin, W., [1] 264
Kahane, J.-P., and Salem, R., [1] 85 92 97 100 114 334 347
Kahane, J.-P., Weiss, M., and Weiss, G., [1] 82
Kahane, J.-P., [10] 18
Kahane, J.-P., [11] 66
Kahane, J.-P., [12] 92
Kahane, J.-P., [1] (xiii) 90 121 173
Kahane, J.-P., [2] 3 66 84 85 90 255 261 333 334 402 407 412
Kahane, J.-P., [3] 260
Kahane, J.-P., [4] 260
Kahane, J.-P., [5] 260
Kahane, J.-P., [6] 260
Kahane, J.-P., [7] 324
Kahane, J.-P., [8] 410
Kahane, J.-P., [9] 409
Kaijser, S., [1] 312
Kaijser, S., [2] 312
Kaijser, S., [3] 348
Kakeya needle problem 293
Kakutani, S. listed with “Hewitt E.”
Kakutani, S., [1] 169
Kakutani’s Criterion 170
Kalton, N.J., and Wood, G.V., [1] 407
Katznelson, Y. (vii) (viii) 85 385 394 411 K.” “DeLeeuw K. and “Helson H. Kahane J.-P. and W.” “Kahane J.-P.”)
Katznelson, Y., and Koerner, T.W., [1] 118 368 401 412
Katznelson, Y., and Malliavin, P., [1] 331 403
Katznelson, Y., and Malliavin, P., [2] 331 403
Katznelson, Y., and Malliavin, P., [3] 404
Katznelson, Y., and McGehee, O.C. 18
Katznelson, Y., and McGehee, O.C., [1] 368 385
Katznelson, Y., and McGehee, O.C., [2] 283 368 390 401 404
Katznelson, Y., and McGehee, O.C., [3] 385 409
Katznelson, Y., and McGehee, O.C., [4] 80
Katznelson, Y., [1] (xiii) 7 8 82 90 264 283 284 324 364 394 405 407 414
Katznelson, Y., [2] 260 368
Katznelson, Y., [3] 402
Katznelson, Y., [4] 93
Katznelson, Y., [5] 202
Katznelson, Y., [6] 27 226 404
Katznelson, Y., [7] 404
Katznelson, Y., [8] 37
Kaufman, R. 92 118
Kaufman, R., and Rickert, N.W., [1] 371
Kaufman, R., [10] 92
Kaufman, R., [11] 66
Kaufman, R., [12] 118
Kaufman, R., [13] 92
Kaufman, R., [14] 92
Kaufman, R., [15] 179
Kaufman, R., [1] 174
Kaufman, R., [2] 159
Kaufman, R., [3] 159
Kaufman, R., [4] 182
Kaufman, R., [6] 159
Kaufman, R., [7] 90
Kaufman, R., [8] 27
Kaufman, R., [9] 92
Kawada, Y. listed with “Ito K.”
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