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Kendall M.G. — The advanced theory of statistics (vol. 1)
Kendall M.G. — The advanced theory of statistics (vol. 1)



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Название: The advanced theory of statistics (vol. 1)

Автор: Kendall M.G.

Язык: en

Рубрика: Математика/Вероятность/Статистика и приложения/

Статус предметного указателя: Указатель в процессе заполнения

ed2k: ed2k stats

Издание: second edition

Год издания: 1945

Количество страниц: 457

Добавлена в каталог: 04.06.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Firms in the Food, Drink and Tobacco Trades, distribution of, (Table 1.17)      23
First hands at whist, distribution of, (Example 12.1)      299—300
First hands at whist, distribution of, (Table 5.4)      128
First Limit Theorem      100—101
First Limit Theorem, converse of      101-103
Fisher, Arne, modified form of Gram — Charlier series      153
Fisher, Arne, modified form of Gram — Charlier series, fitting of Type B to data (Example 6.4)      156
Fisher, Arne, modified form of Gram — Charlier series, refs., Frequency Curves      160
Fisher, R.A., Sheppard's corrections      75—77
Fisher, R.A., Sheppard's corrections, applications of Student's distribution      250
Fisher, R.A., Sheppard's corrections, distribution of $\chi^{2}$      305
Fisher, R.A., Sheppard's corrections, distribution of $\chi^{2}$ when parameter estimated from data      301
Fisher, R.A., Sheppard's corrections, distribution of correlation coefficient      250 363
Fisher, R.A., Sheppard's corrections, distribution of extreme      220
Fisher, R.A., Sheppard's corrections, distribution of extreme values      228
Fisher, R.A., Sheppard's corrections, distribution of mean deviation      215 228
Fisher, R.A., Sheppard's corrections, distribution of multiple correlation      386
Fisher, R.A., Sheppard's corrections, distribution of multiple correlation coefficient (Exercises 15.6 and 15.7)      387
Fisher, R.A., Sheppard's corrections, distribution of partial coefficients      386
Fisher, R.A., Sheppard's corrections, distribution of variances and covariance in normal samples      340
Fisher, R.A., Sheppard's corrections, distribution of well-known statistics      250
Fisher, R.A., Sheppard's corrections, introduction of word "cumulant"      85
Fisher, R.A., Sheppard's corrections, inverse probability      184
Fisher, R.A., Sheppard's corrections, k-statistics      256 268 285
Fisher, R.A., Sheppard's corrections, mathematics of statistics      184
Fisher, R.A., Sheppard's corrections, measures of departure from normality, (Exercise 11.16)      289
Fisher, R.A., Sheppard's corrections, normal approximation to $\chi^{2}$      294—295
Fisher, R.A., Sheppard's corrections, random sampling numbers      194 197
Fisher, R.A., Sheppard's corrections, refs., moments and cumulants in specification of distributions      160
Fisher, R.A., Sheppard's corrections, tables of $\chi^{2}$      293
Fisher, R.A., Sheppard's corrections, transformation of correlation coefficient      345
Fisher, R.A., Sheppard's corrections, z-distribution      see "z—distribution"
Food, Drink and Tobacco Trades, distribution of firms, (Table 1.17)      23
Footrule, Spearman's      436
Franel, J., theorem on distribution of digits in mathematical tables, footnote      193
Frechet, M., proof of Second Limit Theorem      112 113
Frechet, M., proof of Second Limit Theorem, refs.      114
Frequency (class-frequency), definition of      2
Frequency-distributions, generally      1—28
Frequency-distributions, generally, genesis of      18
Frequency-functions      12—15
Frequency-functions, determined by characteristic function      91—94
Frequency-functions, discontinuous      12
Frequency-functions, normalisation of      156—159
Frequency-polygons      4
Frequency-polygons, bivariate form      20
Friedman, M., tests of significance in m rankings      420
Friedman, M., tests of significance in m rankings, refs.      436
Frisch, R., moments of binomial      58
Frisch, R., moments of binomial and (Exercise 5.3)      135
Frisch, R., moments of binomial, correlation analysis      386
Frisch, R., moments of binomial, refs., moments and cumulants      85 134
Galbrun, H., convergence of Gram — Charlier series      152
Galton's ogive      see "Distribution curve"
Galvani, L., refs. (under Gini), median for qualitative characteristics      47
Garwood, F., data from, (Table 12.1)      297—298
Garwood, F., data from, refs., fiducial limits for Poisson distribution      305
Geary, R.C., distribution of measures of departure from normality, (Exercise 11.16)      289
Geary, R.C., distribution of measures of departure from normality, (Exercise 11.16) and refs.      250
Geary, R.C., distribution of measures of departure from normality, (Exercise 11.16), distribution of a ratio, (Exercise 10.9)      253
Geiger, H.      see "Rutherford"
Generating functions, for moments and cumulants      90 see
German women, distribution of suicides, (Table 1.6)      7
Gilby, W.H., data from, on intelligence and clothing in schoolchildren, (Table 13.1)      320
Gini, C., coefficient of concentration      43
Gini, C., coefficient of concentration, coefficient of mean difference      42
Gini, C., coefficient of concentration, median for qualitative characteristics      47
Gini, C., coefficient of concentration, refs., mean difference      47
Gini, C., coefficient of concentration, standard error      216 225
Glossina, morsitans (tsetse fly), distribution of trypanosomes in, (Table 1.13)      12
Goring, C., data on alcoholism and crime, (Table 14.6)      356
Gosset, W.S.      see "Student"
Grades      408
Grades, relation with ranks      408—410
Graduation curve      see "Distribution curve"
Grain, distribution of plots according to yield of, (Table 1.18)      23
Gram — Charlier series, Type A      147—154
Gram — Charlier series, Type A, distribution of means from, (Exercise 10.7)      252
Gram — Charlier series, Type A, Edge-worth's form      148—150
Gram — Charlier series, Type A, fitting to bean data, (Example 6.2)      151
Gram — Charlier series, Type A, Type B      154—156
Gram — Charlier series, Type A, Type C      160
Greenwood, M., data on industrial accidents on inoculation against cholera, (Example 13.1)      309
Greenwood, M., data on industrial accidents, (Table 5.3)      124
Grouping of frequency-distributions, corrections for      see "Sheppard's corrections"
Gumbel, E.J., distribution of mth values      220—222
Gumbel, E.J., distribution of mth values and refs.      228
Haines, J., refs. (under Pearson), use of range      228
Hair-colour, relation with eye-colour, (Example 12.3)      299—300
Haldane, J.B.S., refs., cumulants and moments of binomial      134
Haldane, J.B.S., refs., cumulants and moments of binomial and (Exercise 12.1)      306
Haldane, J.B.S., refs., cumulants and moments of binomial and (Exercise 5.1)      135
Haldane, J.B.S., refs., cumulants and moments of binomial, $\chi^{2}$ with small expectations      305
Haldane, J.B.S., refs., cumulants and moments of binomial, normalisation of frequency functions      305
Half-invariants (seminvariants)      see "Cumulants"
Hall, P., refs., distribution of mean from rectangular population      250
Hall, P., refs., distribution of mean from rectangular population, multiple correlation      386
Hamburger, H., problem of moments      107
Hamburger, H., problem of moments and refs.      114
Hartley, H.O., distribution of range      224
Hartley, H.O., distribution of range and refs.      228
Health of son and alcoholism of parent, (Exercise 14.12)      366
Height in fathers and sons, (Table 14.3)      327
Height in fathers and sons, correlation, (Example 14.5)      337
Height, distribution of men according to, (Table 1.7)      8
Height, distribution of men according to, distribution curve, (Figure 2.2)      37
Height, distribution of men according to, factorial and ordinary moments (Example 3.7)      59—60
Height, distribution of men according to, fitted to normal curve, (Table 5.5)      132
Height, distribution of men according to, frequency-polygon of, (Figure 1.3)      8
Height, distribution of men according to, mean deviation and standard deviation, (Example 2.6)      39—40
Height, distribution of men according to, mean difference, (Example 2.8)      45—46
Height, distribution of men according to, mean, (Example 2.1)      30—31
Height, distribution of men according to, median, (Example 2.4)      35
Height, distribution of men according to, quartiles, (Example 2.5)      36
Height, distribution of men according to, standard error of mean, (Example 9.1)      207
Height, distribution of plants according to, (Table 8.1)      187
Hellman, M., data on teeth and feeding in infants, (Example 12.5)      304
Helly, W., theorems on convergent sequences of functions      100 112
Helmert, W., distribution of mean deviation      215
Helmert, W., distribution of mean deviation, distribution of sums of squares      250 305
Henderson, J., refs., expansion in tetrachoric functions      160
Hermite, C., polynomials      145 160 see
Heron, D., refs., (under Pearson), coefficients of association      322
Heterotypic frequency-distributions      145
Highest audible pitch and age, bivariate distribution according to, (Table 14.1)      325
Highest audible pitch and age, bivariate distribution according to, correlation ratios (Example 14.11)      351—352
Highest audible pitch and age, bivariate distribution according to, correlations and regressions, (Example 14.1)      331
Hilferty, M.M., limiting distribution of $\chi^{2}$      294—296
Hilferty, M.M., limiting distribution of $\chi^{2}$ and refs., (under Wilson)      305
Hilton, J., refs., inquiry by sample      202
histogram      4
Histogram, bivariate      20
Hojo, T., refs., distribution of median, quartiles and semi-interquartile range      228
Homoscedastic distributions      335
Hooker, R.H., data on weather and crops and refs.      386
Hooker, R.H., data on weather and crops, (Example 15.1)      373
Hotelling, H., distribution of Spearman's p      401
Hotelling, H., distribution of Spearman's p and refs.      436
Hsu, C.T., sampling cumulants of normal distribution      275
Hsu, C.T., sampling cumulants of normal distribution and refs.      286
Hypergeometric distribution, generally      126—128
Hypergeometric distribution, generally, example of, (Table 5.4)      128
Hypergeometric distribution, generally, factorial moments of, (Exercise 5.4)      135
Hypergeometric distribution, generally, limiting forms of      132—133
Hypergeometric distribution, generally, moments of      127
Hypergeometric, function      127
Hypothetical population      187
Illusory association      317
Income, distribution curve of, (Figure 2.1)      37
Income, distribution of persons by, (Table 1.2)      3
Income, histogram of, (Figure 1.2)      4
Incomplete moments      43
Incomplete moments and (Exercises 5.2, 5.3)      135
Incomplete moments of binomial, refs.      134
Independence, definition      21
Independence, definition in association tables      309
Independence, definition in bivariate frequency tables      326
Index, distribution of      see "Ratio"
Induction, in finding sampling distributions      246—248
Inequalities for moments      56
Inequalities for moments and (Exercise 3.14)      88
Inequalities for moments, Liapounoff's      56
Inequalities for moments, refs. (Shohat)      86
Inoculation against cholera      see "Cholera"
Inoculation, against tuberculosis in cattle, (Exercise 12.7)      307
Intelligence, distribution of schoolchildren according to, (Example 13.6)      320
Interdecile range      38
Interquartile range      38
Interquartile range, standard error of semi-interquartile range, (Example 9.8)      214
Interval (class-interval)      see "Class"
Intra-class correlation      358—362
Inverse probability      176 see
Inversion theorem      91—98
Inversion theorem, examples of use of      94—98
Irregular Kollektiv of von Mises      171—172
Irwin, J.O., distribution of means, (Exercises 10.3 and 10.4)      251
Irwin, J.O., distribution of means, (Exercises 10.3 and 10.4) and refs.      251
J-shaped distribution      10
Jackson, Dunham, on indeterminacy of median      46
Jackson, Dunham, on indeterminacy of median and refs.      47
Jeffreys, H., logic of probability      166
Jeffreys, H., logic of probability, refs., Theory of Probability      184
Jensen, A., refs., representative method in statistics      202
Johannsen, W., bean data cited by Pretorius, (Table 1.15)      20
Johnson, W.E., logic of probability      166
Johnson, W.E., logic of probability, refs., Logic      184
Jordan, C., refs., Statistique mathematique      160
Jordan, C., refs., Statistique mathematique, Type B series (Exercises 6.4 and 6.6)      161—162
Jorgensen, N.R., tables of Tchebycheff — Hermite polynomials      147 151
Jorgensen, N.R., tables of Tchebycheff — Hermite polynomials, refs., Undersegelser over Frequensflader og Korrelation      160
k-statistics, definition      256
k-statistics, definition in multivariate case      281—283
k-statistics, definition, general properties      256—260
k-statistics, definition, sampling cumulants of      260—289
Kelley, T.L., tables of $\chi^{2}$      293
Kelley, T.L., tables of $\chi^{2}$ and refs.      386
Kelley, T.L., tables of $\chi^{2}$, refs., Kelley Statistical Tables      386
Kelley, T.L., tables of $\chi^{2}$, tables of correlation coefficient      376
Kendall, M.G., data from, (Table 1.4)      6
Kendall, M.G., data from, data from, (Table 8.3)      189
Kendall, M.G., data from, k-statistics      285
Kendall, M.G., data from, maximum likelihood      179 184
Kendall, M.G., data from, multivariate cumulants      80
Kendall, M.G., data from, multivariate sampling formulae      85
Kendall, M.G., data from, Random Sampling Numbers      193 197
Kendall, M.G., data from, randomness      172 184
Kendall, M.G., data from, randomness and random sampling numbers      202
Kendall, M.G., data from, rank correlation and paired comparisons      436
Kendall, M.G., data from, refs., Sheppard corrections      85
Kendall, M.G., data from, Sheppard corrections      76
Kendall, S.F.H., refs., distribution of Spearman's $\rho$      436
Keynes, J.M., (now Lord Keynes), on probability      165
Keynes, J.M., (now Lord Keynes), on probability, refs., Treatise on Probability      184
Kiser, C.V., refs., pitfalls in sampling      202
Koga, Y., data from, (Table 14.1)      326
Kollektiv of von Mises      171—172
Kolmogoroff, A., probability as abstract ensembles      165
Kolmogoroff, A., probability as abstract ensembles, refs., Grundbegriffe der Wahrscheinlichkeitstheorie      184
Kondo, T., refs., standard error of mean square contingency      321 322
Kullback, S., refs., distributions and characteristic functions      251 363
Kullback, S., refs., distributions and characteristic functions and (Exercises 10.2 and 10.5)      251 252
Kullback, S., refs., distributions and characteristic functions, (Exercise 14.7)      364—365
kurtosis      82
Lagrange, J.L., distribution of mean from rectangular population      250
Laplace, P.S. (Marquis de), characteristic functions      113
Laplace, P.S. (Marquis de), characteristic functions, continued fraction for the normal distribution      129—130
Laplace, P.S. (Marquis de), characteristic functions, early work on Central Limit Theorem      180
Laplace, P.S. (Marquis de), characteristic functions, succession rule, (Example 7.7)      177
Large samples, approximations in theory of      201—202 see
Laterality of hand and eye, (Exercise 13.5)      323
Latter, O.H., data on length of cuckoo's eggs, (Exercise 14.13)      366
Lawley, D.N., sampling cumulants of k-statistics      275
Lawley, D.N., sampling cumulants of k-statistics and refs., (under Hsu)      285
Least squares, in determination of regression lines      328—329 368
Lee, A., data from, on fecundity of mares on stature of fathers and sons, (Table 14.3)      327
Lee, A., data from, on fecundity of mares, (Table 1.20)      24
Lee, A., data from, on fecundity of mares, refs., sampling of correlation coefficient, (under Co-operative Study)      363
Leibniz, G.W., logic of probabilities      165
Leptokurtosis      82
Levy, P., refs., Calcul des Probabilites      22 184
Levy, P., refs., Calcul des Probabilites, characteristic functions      113 114
Liapounoff, A., inequality for moments      66
Liapounoff, A., inequality for moments and (Exercise 3.14)      88
Liapounoff, A., inequality for moments, proof of Central Limit Theorem      180 183
Liapounoff, A., inequality for moments, refs., limit theorems in probability      184
Likelihood      176
Likelihood in estimating proportion of attributes      199—200
Likelihood, principle of maximum likelihood      178—180
Likelihood, relation with Bayes' theorem      178—180
Likelihood, relation with Bayes' theorem and (Exercise 8.6)      203
Limit theorems for distributions      see "First Limit Theorem" "Second
Lindeberg, J.W., condition for validity of Central Limit Theorem      181
Linear regression      327—329 368—376
Location, measures of      29—38 see
Lottery sampling      192
m rankings      410—421
Macaulay's essays, distribution of sentence length in, (Table 1.21)      25
Male births, distribution of registration districts according to, (Table 14.2)      326
Male births, distribution of registration districts according to, constants of, (Example 14.2)      364
Malocclusion of teeth in infants, (Example 12.6)      304
Markoff, A., refs., Second Limit Theorem      113
Marriages, distribution of Australian      see "Australian"
Marriages, distribution of Australian of deaf in America, (Table 1.19)      24
Martin, E.S., refs., corrections to moments      85
Maximum likelihood      178 see
Mean difference      42
Mean difference and (Exercise 2.10)      48
Mean difference, calculation of      45
Mean difference, standard error      216—217 225
Mean, arithmetic, definition of      29
Mean, as first moment      39
Mean, deviation, about mean      38
Mean, deviation, about median      38
Mean, deviation, standard error of      216
Mean, distribution of, in normal samples, (Example 10.5)      238—239
Mean, geometric      32
Mean, geometric from rectangular population, (Example 10.13)      245
Mean, geometric from Type III distribution (Exercise 10.2)      251
Mean, geometric, distribution of      246—246
Mean, geometric, less than arithmetic mean      33—34
Mean, harmonic      32
Mean, harmonic, less than arithmetic and geometric means      33—34
Mean, in binomial, (Example 10.8)      243
Mean, in Poisson distribution, (Example 10.9)      243
Mean, in rectangular samples (Examples 10.7 and 10.12)      240—242 244
Mean, in Type III distribution (Example 10.11)      244
Mean, properties of      32
Mean, relation with median and mode      35 46
Mean, square contingency      319
Mean, standard error of      224
Mean, values      84
Mean, values in sampling problems      254—256
Measures of location, dispersion and, skewness      29—48 81—82
Median      34
Median, relation with mean and mode      35 46
Median, standard error of (Example 9.7)      213 225
Mehler, G., refs., expansion in tetrachoric series      363
Mendelian law, test of, as sampling of attributes      197—198
Mendelian law, test of, as sampling of attributes in pea breeding, (Example 12.2)      299
Mercer, W., data from, (Table 1.18)      23
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