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Ulpian's life table
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Ulpian's life table : ウィキペディア英語版
Ulpian's life table
Ulpian's life table is an ancient Roman annuities table. It is known through a passage, originating from the jurist Aemilius Macer, preserved in edited form in Justinian's ''Digest''. The table appears to provide a rough outline of life expectancy in the early third century CE, although it is not clear what population the life table refers to, or how its data was gathered.〔''Digest'' 35.2.68; Frier, "Roman life expectancy", 214.〕
Aemilius Macer probably lived in the 230s CE. His recording of Ulpians table came from Macer's systematic commentary on the ''lex Julia de vicesima hereditatium'', an Augustan law of 6 CE that put a 5 percent tax on inheritances.〔Frier, "Roman life expectancy", 214.〕 Despite its many numbers, the fragment does not appear to be afflicted by any serious textual corruption.〔Frier, "Roman life expectancy", 215.〕
==Table==
Macer's text provides two figures: a ''forma'', or schedule, presented by Ulpian (d. 223), and a customary (''solitum est'') schedule that antedates Ulpian's. The ''forma'' is described as a means of calculating tax for ''alimenta'' and usufructs. The age of the legatee is checked against the table; the figure recorded on the table is multiplied by annuity's annual value. Five percent of this last figure is what is owed in tax.〔Frier, "Roman life expectancy", 217.〕 Ulpian's life table gives figures broadly consistent with the Model West: female life expectancy at birth is 22.5 years, male life expectancy is 20.4. Its mortality figures are thus higher than those of most models, though the statistical flaws in the evidence itself has encouraged interpretative caution.〔Frier, "Demography", 790.〕
Although, among moderns, "life expectancy" tends to mean "the average number of years lived after age ''x''", the table figures probably represent median life expectancy: the number of years elapsed before half the selected population is dead. After childhood, the two figures are quite close, but childhood mortality causes the figures for the first years of life to diverge.〔Frier, "Roman life expectancy", 219–20.〕 The figures given are too high to represent the predicted market valueB of the annuity at a conservative rate of return on capital (on the calculation in the table, a person with a lifespan of sixty years would only have twenty-three years worth of annuity at death). The table therefore most likely represents the rate at which the annual tax payment on the annuity was staggered: a 5% tax was paid on each annual payment received by the legatee until the tax office had received the figure produced by the table.〔Frier, "Roman life expectancy", 220–22.〕 If the legatee died before the median age, leaving part of the tax unpaid, the tax would either be forgiven (out of sympathy for the family so bereaved) or added on to the tax fees of the legatee's heir.〔Frier, "Roman life expectancy", 222–23.〕


The table does not plausibly represent life expectancy either in early childhood, between forty and fifty, or after sixty. This may be because these ages were difficult for the creators of the table to handle, or because they may have been easily ignored; children do not often receive annuities, for example.〔Frier, "Roman life expectancy", 229–30, 230 n. 43.〕 But, in spite of these errors, and although Keith Hopkins called the table not "demographically possible",〔Hopkins, "Probable age structure", 264 n. 32.〕 the table corresponds well to other observed populations with abnormally high mortality rates (such as postwar Mauritius), and to ''a priori'' constructions of plausible Roman age structures.〔Frier, "Roman life expectancy", 229, 233, 249.〕 In any case, the picture they present is appalling: a society with one of the highest mortality rates on record, with a predicted life expectancy at birth of between 19 and 23.〔Frier, "Roman life expectancy", 230–31, 247–49.〕

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