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William D O'Neill

Biographic Data

ID6045140
NAMEWilliam D O'Neill
GIVEN NAMESWilliam D
FAMILY NAMEO'Neill
SIGNATURENEILL W D O
AFFILIATIONSSystems Engineering Department, University of Illinois Chicago Circle Campus, Chicago, Illinois 60680
VERIFIEDNo
TOTAL WORKS2
TOTAL CITATIONS1
AUTHOR COUNT2
EDITOR COUNT0
FIRST PUBLICATION YEAR1972
LATEST PUBLICATION YEAR1972
H-INDEX1
  • A Cross-Section Model of Economic Growth Re-Examined

    Richard F Kosobud, William D O'Neill et al.•ARTICLE•The Review of Economics and…•1972

    Using the same sample of 100 countries for 1966 as Sommers and Suits,3 we obtained the following equation 4 GCF/GNP 26.87 (1.04) 4676.54 / (GNP/N + 300). (629.25) R2= .4 (4) Comparing this result with the estimation of the quadratic equation (1) of Sommers and Suits,5 we see that both equations have similar statistical properties. Using (4) as the basis for simulations of the growth path, however, we obtain completely different results from those…

  • A systems model for the population renewal process

    Open Access•John Bongaarts, John P Bongaarts et al.•ARTICLE•Demography•1972•Cited by: 1•References: 2

    A synthetic cohort of women is followed from birth through childbearing age. The transition from parity i to parity i + 1 is quantitatively described utilizing systems analysis theory. This description results in a parametrization of the renewal process in which the net maternity function is completely determined by five parameters: maturation time, 0th parity time constant, survival fraction to 0th parity, average child spacing time, and parity …

  • A systems model for the population renewal process

    Open Access•John Bongaarts, John P Bongaarts et al.•ARTICLE•Demography•1972•Cited by: 1•References: 2

    A synthetic cohort of women is followed from birth through childbearing age. The transition from parity i to parity i + 1 is quantitatively described utilizing systems analysis theory. This description results in a parametrization of the renewal process in which the net maternity function is completely determined by five parameters: maturation time, 0th parity time constant, survival fraction to 0th parity, average child spacing time, and parity …

  • A Cross-Section Model of Economic Growth Re-Examined

    Richard F Kosobud, William D O'Neill et al.•ARTICLE•The Review of Economics and…•1972

    Using the same sample of 100 countries for 1966 as Sommers and Suits,3 we obtained the following equation 4 GCF/GNP 26.87 (1.04) 4676.54 / (GNP/N + 300). (629.25) R2= .4 (4) Comparing this result with the estimation of the quadratic equation (1) of Sommers and Suits,5 we see that both equations have similar statistical properties. Using (4) as the basis for simulations of the growth path, however, we obtain completely different results from those…

  • A systems model for the population renewal process

    Open Access•John Bongaarts, John P Bongaarts et al.•ARTICLE•Demography•1972•Cited by: 1•References: 2

    A synthetic cohort of women is followed from birth through childbearing age. The transition from parity i to parity i + 1 is quantitatively described utilizing systems analysis theory. This description results in a parametrization of the renewal process in which the net maternity function is completely determined by five parameters: maturation time, 0th parity time constant, survival fraction to 0th parity, average child spacing time, and parity …

Econometrics (2 works) · Physics (2 works) · Computer Science (1 works) · Cross section (physics) (1 works) · demographic modeling and climate adaptation (1 works) · Demography (1 works) · Demography (1 works) · Economic Growth and Productivity (1 works) · Economic theories and models (1 works) · Economic Theory and Policy (1 works)

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