Non-linear regression i dicates that the logistic model provides excellent fits to world and continental human popu-lation data of the period 1950-1985. If the present logistic regime persists, the world population is likely to double in 47 years. Moreover, the eventual world population would be close to its final value of 23.8 billion by the year 2200, with about 11 billion in Asia and 10.5 billion in Africa. An- 95 % confidence interval for the eventual world population is found to be between 11.9 and 35.7 billion. The logistic estimates of future populations are much higher than those considered most likely by the United Nations
Logistic and power law methodologies for both retrospective and prospective analyses of extended tim...
The world’s population reached the milestone of 6 billion in 1999 and increases by around 150 person...
Up to 1900, world population growth over 1500 years fitted the quasi-hyperbolic format P(t) = a/(D-t...
Decrease or growth of population comes from the interplay of death and birth (and locally, migration...
Decrease or growth of population comes from the interplay of death and birth (and locally, migratio...
This article demonstrates that recent population growth in the world’s largest cities has conformed ...
This report contains estimates of world population from 1950 to the late 1980's, depending on the la...
In work results of the carried-out demographic forecasting as in general for the world and by certai...
This report contains 1993 estiiiates of world population by country and region from 1950 to 1990 and...
There has been enormous concern about the consequences of human population growth for the environmen...
This report contains estimates of world population for 1950 to the mid-1980's, depending on the late...
We develop a novel analytic procedure and show how it can be used to explore the consequences of int...
Current population trends The future population growth of the world is difficult to predict accurate...
Most national and international agencies producing population projections avoid addressing explicitl...
Selected econometric methods of modelling the world’s population size based on historical data are p...
Logistic and power law methodologies for both retrospective and prospective analyses of extended tim...
The world’s population reached the milestone of 6 billion in 1999 and increases by around 150 person...
Up to 1900, world population growth over 1500 years fitted the quasi-hyperbolic format P(t) = a/(D-t...
Decrease or growth of population comes from the interplay of death and birth (and locally, migration...
Decrease or growth of population comes from the interplay of death and birth (and locally, migratio...
This article demonstrates that recent population growth in the world’s largest cities has conformed ...
This report contains estimates of world population from 1950 to the late 1980's, depending on the la...
In work results of the carried-out demographic forecasting as in general for the world and by certai...
This report contains 1993 estiiiates of world population by country and region from 1950 to 1990 and...
There has been enormous concern about the consequences of human population growth for the environmen...
This report contains estimates of world population for 1950 to the mid-1980's, depending on the late...
We develop a novel analytic procedure and show how it can be used to explore the consequences of int...
Current population trends The future population growth of the world is difficult to predict accurate...
Most national and international agencies producing population projections avoid addressing explicitl...
Selected econometric methods of modelling the world’s population size based on historical data are p...
Logistic and power law methodologies for both retrospective and prospective analyses of extended tim...
The world’s population reached the milestone of 6 billion in 1999 and increases by around 150 person...
Up to 1900, world population growth over 1500 years fitted the quasi-hyperbolic format P(t) = a/(D-t...