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

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quality are calculated. Recreation demand models are estimated using the<br />

simulated data sets. Estimated welfare measures resulting from the recreation<br />

demand models are then compared to the true welfare measures calculated from<br />

the simulated data. The procedure is demonstrated using two commonly employed<br />

recreation demand models.<br />

Kling, Catherine L. and Joseph A. Herriges (1995). "An Empirical<br />

Investigation <strong>of</strong> the Consistency <strong>of</strong> Nested Logit Models with<br />

Utility Maximization." American Journal <strong>of</strong> Agricultural<br />

Economics, 77(4):875-884.<br />

Global conditions under which nested logit models are consistent with<br />

utility maximization are provided by Daly and Zachary and by McFadden.<br />

Recently, Borsch-Supan and Herriges and Kling have provided conditions under<br />

which a nested logit model is locally consistent. However, previous work has<br />

not discussed implementation <strong>of</strong> these conditions. Here, three alternative<br />

approachers to checking and formally testing for the consistency conditions<br />

using classical statistics are investigated. In addition, a Bayesian approach<br />

to interpreting and imposing the local consistency conditions is provided.<br />

The application is based on anglers choices regarding sportfishing<br />

alternatives in southern California.<br />

Kmenta, Jan (1967). "On Estimation <strong>of</strong> the CES Production Function."<br />

International Economic Review, 8(2):180-189.<br />

The original specification <strong>of</strong> the constant elasticity <strong>of</strong> substitution<br />

(CES) production function was restricted to the case <strong>of</strong> constant returns to<br />

scale. If the CES production function is generalized to allow for the<br />

possibility <strong>of</strong> nonconstant returns to scale require nonlinear regression<br />

techniques or linear estimation using a Taylor series expansion around p=0.<br />

The latter technique is essentially a Cobb-Douglas production function with a<br />

correction factor. This technique is then applied to U.S. nonfarm data for<br />

1947 to 1960.<br />

Kmenta, Jan (1986). Elements <strong>of</strong> Econometrics, Second Edition.<br />

Macmillan Publishing Company, New York.<br />

An econometrics textbook that starts with basic statistics and then<br />

develops econometric theory advancements since 1971.<br />

Knapp, Gunnar (1996). Alaska Halibut Captains Attitudes Towards IFQs. <br />

Marine Resource Economics, 11(1):43-55.<br />

In 1994, prior to the introduction <strong>of</strong> the individual fishing quota (IFQ)<br />

management system, the University <strong>of</strong> Alaska conducted a detailed survey <strong>of</strong><br />

vessel captains who had fished for halibut between 1987 and 1993. The survey<br />

included five questions about captains expectations for and attitudes towards<br />

the planned IFQ management system. This paper reports on captains responses<br />

to these questions.<br />

Knapp, Gunnar (1998). Initial Effects <strong>of</strong> the Alaska Halibut IFQ Program:<br />

Survey Comments <strong>of</strong> Alaska Fishermen. Thalassorama, Marine Resource<br />

Economics, 12(3):239-248.<br />

An open ended survey <strong>of</strong> halibut fishermen in the Alaskan fishery confirm<br />

the positive effects <strong>of</strong> ITQ management and also indicates that attitudes<br />

toward the program are inversely proportional to holdings <strong>of</strong> ITQ shares.<br />

These results remind us that management policies that may increase net<br />

benefits <strong>of</strong> <strong>fisheries</strong> do not necessarily make all fishermen, or even a<br />

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