After drawing attention to the contrast between the assumptions made in simple resevoir theory and the requirements of a realistic model the paper concentrates on a compromise model involving (as a simplification) semi-infinite capacity and (as a step towards realism) Markovian inflows, and considers for this model a number of applications of the Odoom-Lloyd matrix generating function for the asymptotic storage distribution.
Anis, A., & Lioyd, E. (1971). Reservoirs with Markovian Inflows: Application of A Generating Function for the Asymptotic Storage Distribution. The Egyptian Statistical Journal, 15(2), 15-47. doi: 10.21608/esju.1971.430349
MLA
Abdel-Azim Anis; Emlyn H. Lioyd. "Reservoirs with Markovian Inflows: Application of A Generating Function for the Asymptotic Storage Distribution", The Egyptian Statistical Journal, 15, 2, 1971, 15-47. doi: 10.21608/esju.1971.430349
HARVARD
Anis, A., Lioyd, E. (1971). 'Reservoirs with Markovian Inflows: Application of A Generating Function for the Asymptotic Storage Distribution', The Egyptian Statistical Journal, 15(2), pp. 15-47. doi: 10.21608/esju.1971.430349
VANCOUVER
Anis, A., Lioyd, E. Reservoirs with Markovian Inflows: Application of A Generating Function for the Asymptotic Storage Distribution. The Egyptian Statistical Journal, 1971; 15(2): 15-47. doi: 10.21608/esju.1971.430349
)
View on SCiNiTO