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1957 - United Nations Statistics Division

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Tropical and Southern Africa region. The world death<br />

rate of 18 is made up of regional rates which vary from<br />

9 per 1,000 in the USSR, Oceania, and North America to<br />

33 in Tropical and Southern Africa. This pattern of<br />

variation by regions is reflected also in the rates of population<br />

increase, the largest percentage increases having<br />

occurred in Middle America (2.7%), South West Asia<br />

(2.5%) , and South America (2.4%).<br />

The rates of population growth mentioned above have<br />

been brought about almost entirely by a decline in the<br />

death rate, rather than by an increase in the birth rate.<br />

This was demonstrated in Chapter I of the 1956 Demographic<br />

Yearbook, where average birth and death rates<br />

for the period 1945-49 were compared with those for<br />

1950-54. 1 Birth rates showed no appreciable tendency to<br />

decline during the 5-year period, the rates for 1950-54<br />

clustering at the same levels as those for 1945-49. On the<br />

other hand, in all but 3 areas for which data were available,<br />

the death rates were lower in 1950-54 than they were<br />

in the earlier period. As a result of this situation - a declining<br />

death rate and a relatively stable birth ratepopulation<br />

growth has been accelerated.<br />

GEOGRAPHIC VARIATION IN MORTALITY<br />

Crude death rates<br />

Current levels<br />

In using available vital statistics to measure geographic<br />

variation, two points must be noted. First, countries for<br />

which statistics are available are not necessarily representative<br />

of the whole and, secondly, extreme observations<br />

tend to occur in small geographic entities. However, because<br />

the crude death rate is the only index of mortality<br />

available for a number of countries where vital statistics<br />

are not well developed and because for many areas it is the<br />

only measure able to be computed for a span of years, it<br />

must be employed - despite its shortcomings - to demonstrate<br />

geographic variability.<br />

The major factor producing unreliability in mortality<br />

statistics - both crude and specific - is, of course, underregistration<br />

of deaths. Registration of death is a civil<br />

affair. It is a well-known fact that in countries where civil<br />

administration is not yet well developed, the requirements<br />

or death registration, although theoretically obligatory,<br />

are not well complied with. Moreover, in some<br />

less well-developed areas, even the obligation may still<br />

be lacking. It has generally been felt that deaths tended<br />

to be more completely registered than births, due to the<br />

requirements of the various sanitary codes and the need<br />

for burial permits. There is no proof of this contention,<br />

however, and fragmentary evidence is coming to light<br />

which appears to refute it. 2<br />

Another deficiency peculiar to the crude rate and one<br />

which makes its use hazardous for evaluating geographic<br />

variation must be emphasized. It is the fact that crude<br />

rates are weighted averages of age specific rates. If one<br />

1 Graphs Nos. 2 and 4, p. 5 and 7 respectively.<br />

2 For more detailed discussion, see Chapter I of the 1956 Demographic<br />

Yearbook. See also <strong>United</strong> <strong>Nations</strong>, Statistical Office, Handbook<br />

of Vital <strong>Statistics</strong> Methods, document ST/STAT/SER.F/7,<br />

April 1955, p. 207 (Sales No. 1955'xVII.l).<br />

2<br />

crude rate refers to a population with a high proportion<br />

of older persons where mortality is normally high, while<br />

another refers to a "young" population in which the<br />

probability of death is lower, it is obvious that they will<br />

not provide precise measures of the risk of dying in those<br />

areas but rather they will reflect the age composition of<br />

the populations involved. Even for evaluating changes<br />

over time in the same population, an increase in the<br />

median age at death may cause the crude rate to obscure<br />

declines in mortality risk, while in one of decreasing<br />

median age, the actual decline in mortality may be overstated<br />

by changes in the crude rate. The effects of this<br />

have been explored at length in the 1951 Demographic<br />

Yearbook, Chapter I, where age-adjusted rates were<br />

presented. The problem in general terms has also been<br />

discussed in the Handbook of Vital <strong>Statistics</strong> Methods. 3<br />

Despite their inherent limitations as analytical tools,<br />

the 1956 crude death rates still exhibit a well-defined<br />

variation. Current (1956) crude death rates have been<br />

computed for 106 countries and territories throughout<br />

the world (see Table 8, p. 186). This particular group of<br />

countries accounts for an aggregate population of<br />

1,139,500,000 which, in turn, constitutes 42% of the<br />

1956 world total. The variation in this series is too marked<br />

to be explained solely in terms of lack of comparability.<br />

Even if non-representative rates for fragmentary ethnic<br />

groups and those known to be more than 10% incomplete<br />

are excluded, the range is from a low of 5.7 per 1,000 in<br />

the Ryukyu Islands to a high of 19.8 in Guatemala. These<br />

are set forth graphically in Chart I.<br />

Only a few years ago, it was customary to say that crude<br />

death rates below 10 per 1,000 were probably unreliable.<br />

Chart I shows that in 1956, one half of the "complete"<br />

rates, i.e., rates known to be at least 90% complete, were<br />

below that level; since this level has been reached primarily<br />

as a result of better public-health measures, improved<br />

and more intensive medical-care programmes,<br />

and new techniques of medicine and surgery, it may be<br />

well to consider what the future might bring as these<br />

benefits reach other parts of the world where death rates<br />

as high as 32 per 1,000 have been estimated. These estimated<br />

rates, which refer to various years, are the results<br />

of sample inquiries, the analyses of census returns, or<br />

pure guesses. They are set forth in Table B below.<br />

Table B. Estimated death rates: 14 countries, latest available<br />

year<br />

From the array of registered rates which are assumed<br />

3 Ibid., p. 195 If.<br />

Country<br />

Northern Rhodesia (indigenous) •••••••••••••••••<br />

India ••••••••••••••••••••••••••••••••••••••<br />

Tanganyika. " ••••••••••••••••••••••••••••••<br />

Uganda••••••••••••••••••••••••••••••••••••<br />

Nigeria, Federation of••••••••••••••••••••••••<br />

Belgian Congo (indigenous) ••••••••••••••••••••<br />

Brazil (nationals) ••••••••••••••••••••••••••••<br />

Indonesia•••••••••••••••••••••••••••••••••••<br />

Ruanda-Urundi (indigenous)••••••••••••••••••••<br />

Tunisia.....•........•.•.............•......<br />

China, Mainland •••••••••••••••••••••••••••••<br />

Southern Rhodesia (indigenous) •••••••••••••••••<br />

Philippines••••••••••••••••••••••••••••••••••<br />

Paraguay ••••••••••••••••••••••••••••••••••<br />

Year<br />

1950<br />

1950<br />

1948<br />

1948<br />

1956<br />

1953<br />

1950<br />

1954<br />

1949<br />

1956<br />

1953<br />

1950<br />

1956<br />

1950<br />

Rate<br />

32.2<br />

27.4<br />

25<br />

25<br />

23.6<br />

21.3<br />

20.6<br />

20<br />

19.8<br />

17-19<br />

17<br />

12.6<br />

11.6<br />

10.6

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