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

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commercial <strong>fisheries</strong>. Larkin's first law is "People go sport fishing so that<br />

they can tell fish stories." This paper will accept this "Law" and examine<br />

what information is needed, what the modes <strong>of</strong> communication are and, more<br />

importantly, the role <strong>of</strong> this information in marine recreational <strong>fisheries</strong><br />

development which will allow for the best fish stories to be told.<br />

Moore, Charles J. and Charles H. Farmer, III (1981). "An Angler s Guide<br />

to South Carolina Sharks." Recreational Fisheries, <strong>Office</strong> <strong>of</strong><br />

Conservation, Management and Marketing, South Carolina Wildlife<br />

and Marine Resources Department, P.O. Box 12559, Charleston, South<br />

Carolina, May, 65 pp.<br />

A guide for the sportsman and general reference to sharks taken in South<br />

Carolina waters.<br />

Morey, Edward R. (1981). "The Demand for Site-Specific Recreational<br />

Activities: A Characteristics Approach." Journal <strong>of</strong> Environmental<br />

Economics and Management, 8:345-371.<br />

A model <strong>of</strong> constrained utility maximizing behavior is developed to<br />

explain how a representative individual allocates his ski days among<br />

alternative sites. The physical characteristics <strong>of</strong> the ski areas and the<br />

individual's skiing ability are explicit arguments in the utility function;<br />

the budget allocation is given along with the parametric costs to ski<br />

(including travel costs, entrance fees, equipment costs, and the opportunity<br />

cost <strong>of</strong> his time). Shares (a site's share being the proportion <strong>of</strong> ski days<br />

that the individual spends at that site) are derived and assumed multinomially<br />

distributed, a stochastic specification that maintains the inherent properties<br />

<strong>of</strong> the shares. Maximum likelihood estimation confirms the basic hypothesis<br />

that costs, ability, and characteristics all are important determinants <strong>of</strong> the<br />

sites' shares. The model explains a large proportion <strong>of</strong> the skier's<br />

allocation <strong>of</strong> ski days. A multinomial logit model <strong>of</strong> skier behavior is also<br />

developed and maximum likelihood estimates <strong>of</strong> its parameters are obtained.<br />

Examination <strong>of</strong> the summary statistics from my model and the logit model<br />

indicates that my model predicts the skier's choice <strong>of</strong> sites better than the<br />

logit model.<br />

Morey, Edward R. (1984). "The Choice <strong>of</strong> Ski Areas: Estimation <strong>of</strong> a<br />

Generalized CES Preference Ordering with Characteristics." The<br />

Review <strong>of</strong> Economics and Statistics, ??: 584-590.<br />

A generalized CES (GENCES) preference ordering is developed and<br />

estimated. It incorporates characteristics <strong>of</strong> both the individual and the<br />

activities. The GENCES is used to explain the share <strong>of</strong> ski time an individual<br />

allocates to each ski area as a function <strong>of</strong> site characteristics, skiing<br />

ability, and costs. The stochastic specification limited the shares to the 0-<br />

1 simplex. This specification was found to be more appropriate than the<br />

conventional normality assumption. The null hypothesis that preferences are<br />

homothetic and additive is rejected. Characteristics, ability, and costs are<br />

important determinants <strong>of</strong> demand. The estimated elasticities provide numerous<br />

insights into skier behavior.<br />

Morey, Edward R., Donald Waldman, Djeto Assane, and Douglass Shaw<br />

(1995). "Searching for a Model <strong>of</strong> Multiple-Site Recreation Demand<br />

that Admits Interior and Boundary Solutions." American Journal <strong>of</strong><br />

Agricultural Economics, 77(!): 129-140.<br />

For most recreation demand data sets, different individuals visit<br />

different subsets <strong>of</strong> the available sites. Interior solutions (i.e.,<br />

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