annotated bibliography of fisheries economics literature - Office of ...

harvest would be achieved with an increase in the number of vessels and a
decrease in the catch per vessel of surf clams and an increase in the catch of
ocean quahogs.
Lipton, Douglas W., Katherine Wellman, Isobel C. Sheifer, and Rodney F. Weiher
(1995). Economic Valuation of Natural Resources--A Handbook for Coastal
Resource Policymakers. NOAA Coastal Oceans Program Decision Analysis
Series No. 5, NOAA Coastal Ocean Office, Silver Spring, MD, 131 pp.
The focus of this handbook is to introduce and illustrate concepts of
environmental valuation, among them travel cost models and continent valuation
for noneconomists. These concepts, combined with advances in natural sciences
that allow us to better understand how changes in the natural environment
influence human behavior, aim to address some of the more serious shortcomings
in the application of economic analysis to natural resource and environmental
management and policy analysis.
LiPuma, Edward and Sarah Keene Meltzoff (1985). "The Social Economy of
Shrimp Mariculture in Ecuador." Draft report, Department of
Anthropology and the Rosenstiel School of Marine and Atmospheric
Science, University of Miami, May, pp. 35.
This report provides an initial account of the social economy of the
Ecuadorian shrimp industry and lays the foundation for more comprehensive
analyses to complement existing biological studies to strengthen the
management of the shrimp resources.
Lisman, J.H. and J. Sandee (1964). "Derivation of Quarterly Figures
from Annual Data." Applied Statistics, 13:87-90.
Quarterly figures may be required when only a series of annual data are
available. If no assumption about the pattern of the quarterly figures can be
made, so that merely a smooth trend must be obtained, a very simple procedure
can be employed to obtain a fairly good adaptation of the quarterly figures to
the annual totals. For each year t, the value of a quarterly figure is
considered as a weighted average of the totals of the years t-1 and t+1.
After introduction of some quite natural conditions a system of equations is
obtained, from which the weighting coefficients can be calculated. To a
certain extent the solution contains some arbitrary aspects, but it has the
advantage of simplicity, plausibility and practical usefulness.
Liu, Pan-Tai (ed.) (1980). Dynamic Optimization and Mathematical
Economics. Plenum Press, New York.
The papers appearing in this book are contributions from control
theorists and economists covering the application of control theory to
economic planning, exploration, exploitation, and pricing of extractive
natural resources, and some recent advances in large scale systems and
decentralized control.
Liu, P.T. and J.G. Sutinen (1982). "On the Behavior of Optimal
Exploration and Extraction Rates for Non-Renewable Resource
Stocks." Resources and Energy, 4:145-162.
Models are developed to examine the behavior of optimal exploration and
production policies over time. The principal model is singular in the
exploration control and possesses four phases of the exploitation cycle.
Explicit sets of conditions are established that (i) give rise to a U-shaped
price path, and (ii) determine when additions to reserves from exploration are
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