malthusian persentation

Embed Size (px)

Citation preview

  • 8/7/2019 malthusian persentation

    1/19

    The Malthusian Theory

  • 8/7/2019 malthusian persentation

    2/19

    Group Members:

    Marissa Dalton

    Nicola Namdeo

    Sabina Savory

    Khemchan Persaud

  • 8/7/2019 malthusian persentation

    3/19

  • 8/7/2019 malthusian persentation

    4/19

    Introduction

    In 1798 Thomas R. Malthus, a British economistand demographer postulated a mathematicalmodel of population growth. In his theory of

    Population he highlighted the potential dangersof overpopulation.

  • 8/7/2019 malthusian persentation

    5/19

    Introduction

    If the human population was allowed to increaseuncontrollably, then the number of people

    would increase at a more rapid rate than the

    food supply. Subsequently, the humanpopulation would reach a point where the foodsupply would be insufficient to support it.

  • 8/7/2019 malthusian persentation

    6/19

    The Theory

  • 8/7/2019 malthusian persentation

    7/19

    The Theory

    Malthus's model is an example of a model withone variable (population) and one parameter(the population growth rate). Thus, theMalthusian model can be expressedmathematically as:

    X(i+1) = (1+r)X(i)

    Where: X(i) represents the population size duringtime period i and r denotes the population growthrate per unit of time.

  • 8/7/2019 malthusian persentation

    8/19

    The Theory

    For example, if a population of 100 individualsincreased to a population 135 individuals overthe course of, say, five years, therefore: X(i)=100r= 35% every 5 years.

  • 8/7/2019 malthusian persentation

    9/19

  • 8/7/2019 malthusian persentation

    10/19

    The Malthusian Population Trap

  • 8/7/2019 malthusian persentation

    11/19

    The Malthusian Population Trap

  • 8/7/2019 malthusian persentation

    12/19

    The Malthusian Population Trap

    Aggregate Income

    Total Population

    IF

    Aggregate income> total population= per capita income

    AND IF

    Aggregate income< total population= per capita income

  • 8/7/2019 malthusian persentation

    13/19

    The Malthusian Population Trap

  • 8/7/2019 malthusian persentation

    14/19

    Criticisms of the Model

    The Malthusian population trap is basically

    criticized on two (2) major grounds:

    1. The model ignores the enormous impact oftechnological progress offsetting the growth-

    inhibiting forces to rapid population increases.

  • 8/7/2019 malthusian persentation

    15/19

  • 8/7/2019 malthusian persentation

    16/19

    Criticisms of the Model

    2. The second area of criticism is based on the

    assumption that the national rates ofpopulation increase have a direct positiverelationship with the level of national per capitaincome.

  • 8/7/2019 malthusian persentation

    17/19

    Criticisms of the Model

    Summarized, Malthusian and Neo-Malthusiantheories were rejected on the following grounds:

    1. The role and impact of technological progressis not adequately taken into account.

    2. They are based on a hypothesis about a macrorelationship between population growth levels

    and per capital income.3. The focus on the wrong variable, per capita

    income, as the principal determinant ofpopulation growth rates.

  • 8/7/2019 malthusian persentation

    18/19

    Conclusion

    WHAT IS THE LINK BETWEEN THEMALTHUSIAN MODEL AND ECONOMIC

    DEVELOPMENT?

  • 8/7/2019 malthusian persentation

    19/19

    Thank you.