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Zero population growth

From Wikipedia, the free encyclopedia

Zero population growth, sometimes abbreviated ZPG, is a condition of demographic balance where the number of people in a specified population neither grows nor declines; that is, the number of births plus in-migrants equals the number of deaths plus out-migrants.[1] ZPG has been a prominent political movement since the 1960s.

As part of the concept of optimum population, the movement considers zero population growth to be an objective towards which countries and the whole world should strive in the interests of accomplishing long-term optimal standards and conditions of living.[2]

Definition

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The growth rate of a population in a given year equals the number of births minus the number of deaths plus immigration minus emigration expressed as a percentage of the population at the beginning of the given year.[1]

For example, suppose a country begins a year with one million people and during the year experiences one hundred thousand births, eighty thousand deaths, one thousand immigrants and two hundred emigrants. 

          Change in population = 100,000 – 80,000 +1,000 – 200 = 20,800

          Population growth rate = (20,800 ÷ 1,000,000) x 100% = 2.1%

Zero population growth for a country occurs when the sum of these four numbers – births minus deaths plus immigration minus emigration - is zero.

To illustrate, suppose a country begins the year with one million people and during the year experiences 85,000 births, 86,000 deaths, 1,500 immigrants and 500 emigrants.         

          Change in population = 85,000 – 86,000 + 1,500 – 500 = 0

          Population growth rate = (0 ÷ 1,000,000) x 100% = 0%

For the planet Earth as a whole, zero population growth occurs when the number of births equals the number of deaths.

History

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The American sociologist and demographer Kingsley Davis is credited with coining the term.[2][3] However, it was used earlier by George J. Stolnitz, who stated that the concept of a stationary population dated back to 1693.[4] A mathematical description was given by James Mirrlees.[5]

In the late 1960s, ZPG became a prominent political movement in the U.S. and parts of Europe, with strong links to environmentalism and feminism. Yale University was a stronghold of the ZPG activists who believed "that a constantly increasing population is responsible for many of our problems: pollution, violence, loss of values and of individual privacy."[6] Prominent advocates of the movement were Paul Ehrlich, author of The Population Bomb, Richard Bowers, a Connecticut lawyer, and Professor Charles Lee Remington.[7][unreliable source?]

Mechanisms

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In the long term, zero population growth can be achieved when the birth rate of a population equals the death rate. That is, the total fertility rate is at replacement level and birth and death rates are stable, a condition also called demographic equilibrium. Unstable rates can lead to drastic changes in population levels. This analysis is valid for the planet as a whole, but not necessarily for a region or country as it ignores migration.[8]

Population momentum. Even when the total fertility rate of a population reaches replacement level, that population usually continues to grow because of population momentum. A population that has been growing in the past will have a higher proportion of young people. As it is younger people who have children, there is a time lag between the point at which the fertility rate (mean total number of children each woman has) falls to the replacement level and the point at which the population stops growing.[9] The reason for this is that even though the fertility rate has dropped to replacement level, people already continue to live for some time within a population. Therefore, equilibrium, with a static population, will not be reached until the first "replacement level" birth cohorts reach old age and die.[8]

Aging populations. Conversely, with fertility below replacement, the fraction of elderly grows; but since that generation failed to replace itself during its fertile years, a subsequent "population bust", or decrease in population, will occur when the older generation dies off. This effect has been termed birth dearth. In addition, if a country's fertility is at replacement level, and has been that way for at least several decades (to stabilize its age distribution), then that country's population could still experience growth due to increasing life expectancy, even though the population growth is likely to be smaller than it would be from natural population increase.[8]

Reaching zero population growth

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Zero population growth is often a goal of demographic planners and environmentalists who believe that reducing population growth is essential for the health of the ecosystem. Achieving ZPG in the short run is difficult because a country's population growth is often determined by economic factors, incidence of poverty, natural disasters, disease, etc.

Albert Bartlett, who was a professor of physics at the University of Colorado at Boulder, suggested that a population has the following choices to achieve ZPG:[10]

  1. Voluntarily limit births and immigration to achieve zero population growth;
  2. Continue on the present path until the population is so large that draconian measures become necessary to stop the growth of population;
  3. Do nothing and let nature stop the growth through disease, starvation, war, and pestilence. If humans do not solve the problem, nature will.

Similarly, Jason Brent argues that there are three ways to achieve zero population growth. His argument is as follows:[11][unreliable source?]

  1. By war, with or without weapons of mass destruction, starvation, disease, rape, murder, ethnic cleansing, concentration camps, and other horrors beyond the imagination, when humanity has exceeded the carrying capacity of the Earth.
  2. By the voluntary action of all of humanity prior to the human population exceeding the carrying capacity of the Earth. If any group or even if a single-family failed to control its population the entire program would fail.
  3. By coercive population control prior to the human population exceeding the carrying capacity of the Earth.

A loosely defined goal of ZPG is to match the replacement fertility rate, which is the average number of children per woman which would hold the population constant. This replacement fertility will depend on mortality rates and the sex ratio at birth, and varies from around 2.1 in developed countries to over 3.0 in some developing countries.[12]

China and India

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China and India are the largest countries by population in the world, each having some 1.4 billion people (as of 2023).[13]

China reached a population plateau (zero growth) in 2022.[14] China's population growth has slowed since the beginning of this century. This has been mostly the result of China's economic growth and increasing living standards. However, many demographers also credit China's family planning policy, formulated in the early 1970s, that encouraged late marriages, late childbearing, and the use of contraceptives, and after 1980 limited most urban couples to one child and most rural couples to two children.

According to government projections, the long-term effect of these policies will be a reduction of the working-age population to 700 million by 2050 vs 925 million in 2011, a decline of 24%.[15] In November 2013, a relaxation of the one-child policy was announced amid unpopularity and the forecast of a reduced labor pool and support for an aging population.[16]

India reached replacement level in 2021.[17] However, the Indian population will keep growing for decades, given its relatively young population (see Mechanisms above).

In Europe

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In Japan

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See also

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References

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  1. ^ a b Haupt, Arthur; Kane, Thomas T.; Haub, Carl (2011). "PRB's Population Handbook" (PDF). Population Reference Bureau. pp. 29–30.
  2. ^ a b Davis, Kingsley (1967). "Population policy: Will current programs succeed?". Science. 158 (3802): 730–739. Bibcode:1967Sci...158..730D. doi:10.1126/science.158.3802.730. PMID 6069101.
  3. ^ "Kingsley Davis, Hoover fellow, demographer, sociologist, dies at age 88 (3/97)". www.stanford.edu. Archived from the original on 5 August 2012. Retrieved 16 September 2017.
  4. ^ Stolnitz, George J. (1955). "A Century of International Mortality Trends_ I". Population Studies. 9 (1): 24–55. doi:10.2307/2172340. JSTOR 2172340.
  5. ^ Mirrlees, J. A. (1967). "Optimum Growth When Technology is Changing". The Review of Economic Studies. 34 (1): 95–124. doi:10.2307/2296573. JSTOR 2296573.
  6. ^ “ZPG – A New Movement Challenges the U.S. to Stop Growing”, LIFE magazine, April 27, 1970, page 12ff
  7. ^ "Whatever happened to Zero Population Growth (ZPG)?". Archived from the original on 16 September 2017. Retrieved 16 September 2017.
  8. ^ a b c Skirbekk, Vegard (2022). "Decline and Prosper!". SpringerLink. doi:10.1007/978-3-030-91611-4.
  9. ^ "The Population Explosion". www.ditext.com. Retrieved 16 September 2017.
  10. ^ Bartlett, Albert A. & Lytwak, Edward P. “Zero Growth of the Population of the United States.” (http://www.albartlett.org/articles/ee_zero_growth_population_us_1995.pdf), Population and Environment, Vol.16, Issue 5, May. 1995, pp 415-428
  11. ^ Wooldridge, Frosty (April 1, 2011). "Zero Population Growth - The Only Way Out". rense.com.
  12. ^ Espenshade, Thomas J.; Guzman, Juan Carlos and Westoff, Charles F. "The Surprising Global Variation in Replacement Fertility", Population Research and Policy Review, Vol.22, No. 5-6, Dec. 2003, pp. 575-583.
  13. ^ "World Population Prospects 2019, Population Data, File: Total Population Both Sexes". United Nations Population Division. 2019.
  14. ^ "For the first time since the 1960s, China's population is shrinking". The Economist. ISSN 0013-0613. Retrieved 2024-01-21.
  15. ^ Myers, Joe (July 25, 2016). "China's working-age population will fall 23% by 2050". World Economic Forum.
  16. ^ "China reforms: One-child policy to be relaxed". BBC News. 15 November 2013. Retrieved 2014-08-25.
  17. ^ Pearce, Fred (2021-12-17). "India defuses its population bomb". Science. 374 (6574): 1422–1423. doi:10.1126/science.acz9835. ISSN 0036-8075.

Further reading

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