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Journal Abstract Search

276 related items for PubMed ID: 12341004

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  • 2. Stochastic model applicable to the study of open birth intervals regardless of parity.
    Pandey A, Singh RN.
    Rural Demogr; 1988; 15(1-2):19-26. PubMed ID: 12343241
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  • 5. On some probability distributions for forward birth interval.
    Singh VK, Singh OP.
    Math Popul Stud; 1991; 3(2):145-53. PubMed ID: 12284349
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  • 8. On some stochastic models of open birth interval.
    Tiwari VK, Dwivedi SN.
    Sankhya Ser B; 1994 Apr; 56(1):26-38. PubMed ID: 12291802
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  • 11. On some bivariate distributions of number of births.
    Bhattacharya BN, Nath DC.
    Sankhya Ser B; 1985 Dec; 47(3):372-84. PubMed ID: 12268172
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  • 12. A probability model for number of births and its application in estimation of fecundability for a heterogeneous population.
    Bhattacharya BN, Nath DC.
    Janasamkhya; 1983 Dec; 1(2):163-71. PubMed ID: 12312912
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  • 15. On estimating current levels of fertility and child mortality from the data on open birth interval and survival status of the last child.
    Pathak KB, Pandey A, Mishra US.
    Janasamkhya; 1991 Jun; 9(1-2):15-24. PubMed ID: 12287689
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  • 17. Model for interlive birth interval and some social factors.
    Bhattacharya BN, Pandey CM, Singh KK.
    Janasamkhya; 1988 Jun; 6(1):57-77. PubMed ID: 12315560
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  • 18. An age and parity dependent model for birth intervals of non-contraceptive population.
    Agrawal P, Srivastava OP.
    Statistica; 1986 Jun; 46(4):513-20. PubMed ID: 12280665
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  • 19. Timing the second birth: fecundability models for selected race and age groups in Hawaii.
    Swanson DA.
    Janasamkhya; 1986 Dec; 4(2):81-113. PubMed ID: 12268733
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