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

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Findings <strong>of</strong> a global study and an interregional workshop on the economic<br />

and financial viability <strong>of</strong> the most common fishing craft and gear<br />

combinations. In spite <strong>of</strong> fully and sometimes over-exploited fishery<br />

resources, marine capture <strong>fisheries</strong> in most cases are an economically and<br />

financially viable undertaking which generates sufficient revenue to cover the<br />

cost <strong>of</strong> deprecation as well as the opportunity cost <strong>of</strong> capital to generate<br />

funds for reinvestment in addition to employment, income, and foreign exchange<br />

earnings.<br />

Levhari, David and Nissan Liviatan (1977). "Notes on Hotelling's<br />

Economics <strong>of</strong> Exhaustible Resources." Canadian Journal <strong>of</strong><br />

Economics, 10(2):177-192.<br />

The paper provides some extensions <strong>of</strong> Hotelling's fundamental paper on<br />

the economic theory <strong>of</strong> exhaustible resources. One <strong>of</strong> the main modifications<br />

introduced in the paper concerns the assumption <strong>of</strong> complete versus incomplete<br />

exhaustion <strong>of</strong> the resource. Under complete exhaustion the concept <strong>of</strong> full<br />

marginal cost must include a term that reflects the alternative cost <strong>of</strong><br />

producing an extra unit at the terminal time. Under incomplete exhaustion<br />

this term vanishes. To derive these results, we present a novel formula for<br />

the full marginal cost <strong>of</strong> extracting exhaustible resources. Also, the<br />

principle that marginal pr<strong>of</strong>it has to increase over time exponentially at a<br />

rate equal to the interest rate (r percent rule) is shown to be valid only<br />

under special conditions. The modifications to this rule are discussed.<br />

Levhari, David and Leonard J. Mirman (1980). "The Great Fish War: An<br />

Example Using a Dynamic Cournot-Nash Solution." The Bell Journal<br />

<strong>of</strong> Economics, 11:649-661.<br />

In recent years there have been numerous international conflicts about<br />

fishing rights. These conflicts are wider in scope than those captured by the<br />

model presented in this paper. Yet the model sheds light on the economic<br />

implications <strong>of</strong> these conflicts as well as on the implications <strong>of</strong> other<br />

duopolistic situations in which the decisions <strong>of</strong> the participants affect the<br />

evolution <strong>of</strong> an underlying population <strong>of</strong> interest. Our model has two basic<br />

features: the underlying population changes as a result <strong>of</strong> the actions <strong>of</strong> both<br />

participants, and each participant takes account <strong>of</strong> the other's actions. This<br />

strategic aspect is studied, for an example, by using the concept <strong>of</strong> a<br />

Cournot-Nash equilibrium in which each participant's reaction depends on the<br />

stock <strong>of</strong> fish and not on previous behavior. Thus, the model is a discretetime<br />

analog <strong>of</strong> a differential game. The paper examines the dynamic and steady<br />

state properties <strong>of</strong> the fish population that results from the interactions <strong>of</strong><br />

the participants.<br />

Levhari, David, Ron Michener, and Leonard J. Mirman (1981). "Dynamic<br />

Programming Models <strong>of</strong> Fishing: Competition." The American Economic<br />

Review, 71(4):649-661.<br />

In this paper a simple framework will be provided in which many<br />

important results new to the <strong>literature</strong> can be derived. One bonus <strong>of</strong> this<br />

approach is that much <strong>of</strong> the previous <strong>literature</strong> can be organized and<br />

rationalized. The simplicity <strong>of</strong> the mathematics has the effect <strong>of</strong> revealing<br />

the underlying economic intuition <strong>of</strong> the subject. Throughout the paper the<br />

self renewing resource will be referred to as fish. However, it should be<br />

clear that the analysis is perfectly general in that it can be applied to any<br />

self renewing resource. In fact, by specializing the production function, and<br />

elementary exposition <strong>of</strong> the theory <strong>of</strong> exhaustible resources is implicit.<br />

Lewis, Earl J., Frederick G. Kern, Aaron Rosenfield, Stuart A. Stevens,<br />

3 9 6

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