Stochastic demographic models: age of a population
AM Borde-Boussion�- Stochastic Processes and their Applications, 1990 - Elsevier
AM Borde-Boussion
Stochastic Processes and their Applications, 1990•ElsevierSTOCHASTIC DEMOGRAPHIC MODELS: AGE OF A POPULATION Page 1 Stochastic
Processes and their Applications 35 (1990) 279-291 North-Holland 279 STOCHASTIC
DEMOGRAPHIC MODELS: AGE OF A POPULATION Anne-Marie BORDE-BOUSSION
CEREMADE, UniuersitC Paris-IX Dauphine, 75775 Paris 16, France Received 10 January 1988
Revised 3 January 1989 A law of large numbers theorem is established for measure-valued
processes describing the age distribution of particles. The proofs are based on Hilbertian�…
Processes and their Applications 35 (1990) 279-291 North-Holland 279 STOCHASTIC
DEMOGRAPHIC MODELS: AGE OF A POPULATION Anne-Marie BORDE-BOUSSION
CEREMADE, UniuersitC Paris-IX Dauphine, 75775 Paris 16, France Received 10 January 1988
Revised 3 January 1989 A law of large numbers theorem is established for measure-valued
processes describing the age distribution of particles. The proofs are based on Hilbertian�…
Abstract
A law of large numbers theorem is established for measure-valued processes describing the age distribution of particles. The proofs are based on Hilbertian techniques, as the measures are regarded as elements of the dual of some weighted Sobolev space.
Elsevier