THE ERGODIC-THEOREMS OF DEMOGRAPHY - A SIMPLE PROOF

[1] WHY A POPULATION CONVERGES TO STABILITY [J]. AMERICAN MATHEMATICAL MONTHLY, 1981, 88 (08) : 557 - 563

[2] HOW THE AGE DISTRIBUTION OF A HUMAN POPULATION IS DETERMINED [J]. COLD SPRING HARBOR SYMPOSIA ON QUANTITATIVE BIOLOGY, 1957, 22 : 83 - 89

[3] Coale AJ., 1972, GROWTH STRUCTURE HUM

[4] ERGODIC THEOREMS IN DEMOGRAPHY [J]. BULLETIN OF THE AMERICAN MATHEMATICAL SOCIETY, 1979, 1 (02) : 275 - 295

[5] Feller W., 1968, INTRO PROBABILITY TH, V1st

[6] EXPERIMENTAL-STUDY OF WEAK ERGODICITY IN HUMAN-POPULATIONS [J]. THEORETICAL POPULATION BIOLOGY, 1976, 10 (02) : 150 - 172

[7] LESLIE PH, 1945, BIOMETRIKA, V33, P183, DOI 10.2307/2332297

[8] ASYMPTOTIC PROPERTIES OF A HUMAN AGE DISTRIBUTION UNDER A CONTINUOUS NET MATERNITY FUNCTION [J]. DEMOGRAPHY, 1967, 4 (02) : 680 - 687

[9] Lopez A., 1961, PROBLEMS STABLE POPU

[10] LOTKA AJ, 1911, PHILOS MAGAZINE 6, V21, P339

[1] WHY A POPULATION CONVERGES TO STABILITY [J]. AMERICAN MATHEMATICAL MONTHLY, 1981, 88 (08) : 557 - 563

[2] HOW THE AGE DISTRIBUTION OF A HUMAN POPULATION IS DETERMINED [J]. COLD SPRING HARBOR SYMPOSIA ON QUANTITATIVE BIOLOGY, 1957, 22 : 83 - 89

[3] Coale AJ., 1972, GROWTH STRUCTURE HUM

[4] ERGODIC THEOREMS IN DEMOGRAPHY [J]. BULLETIN OF THE AMERICAN MATHEMATICAL SOCIETY, 1979, 1 (02) : 275 - 295

[5] Feller W., 1968, INTRO PROBABILITY TH, V1st

[6] EXPERIMENTAL-STUDY OF WEAK ERGODICITY IN HUMAN-POPULATIONS [J]. THEORETICAL POPULATION BIOLOGY, 1976, 10 (02) : 150 - 172

[7] LESLIE PH, 1945, BIOMETRIKA, V33, P183, DOI 10.2307/2332297

[8] ASYMPTOTIC PROPERTIES OF A HUMAN AGE DISTRIBUTION UNDER A CONTINUOUS NET MATERNITY FUNCTION [J]. DEMOGRAPHY, 1967, 4 (02) : 680 - 687

[9] Lopez A., 1961, PROBLEMS STABLE POPU

[10] LOTKA AJ, 1911, PHILOS MAGAZINE 6, V21, P339