With the aid of a linear decision rule, reservoir management and design problems often can be formulated as easily solved linear programing problems. The linear decision rule specifies the release during any period of reservoir operation as the difference between the storage at the beginning of the period and a decision parameter for the period. The decision parameters for the entire study horizon are determined by solving the linear programing problem. Problems may be formulated in either the deterministic or the stochastic environment.
Presents a case study of an interdisciplinary, graduate-level seminar on the topic of international and business sector differences in approaches to sustainable development. The importance of the course is that it mixed culture, business and environmental sciences in a study of sustainability. The pedagogical structure of the course was designed to enable students to learn necessary skills for interdisciplinary, cross-cultural, and cross-business sector communication about environmental issues through their participation in the course. Discusses course design specifics and presents results of a student survey about the effectiveness of the course. Overall, students did find participation in the course helpful for improving their ability to communicate about environmental issues across disciplines, cultures, and industries. Students also highlighted several key cultural aspects that contribute to the different ways in which countries and businesses within them respond to environmental issues.
Transferable discharge permits (TDP) can be used to achieve desired abatement levels at costs that approach the minimum. The emphasis in the discussion is on the implementation of such a system, the public choice problem in its adoption, and an assurance that regardless of which polluters provide waste treatment there is a mechanism for equitable sharing in the costs of that abatement. The argument is applied to phosphorUs abatement in the Wisconsin portion of the Lake Michigan basin. The level of demand and supply for TDP's among 53 waste treatment plants is simulated, and the necessary steps to create a market are outlined. Enforcement, price changes, and future adjustments in the permissible effluent loading are shown to be compatible with the marketing process proposed.Marketable permits, called transferable discharge permits or TDP's, can be used to achieve any desired level of air or water pollution abatement. The emphasis in the discussion in this paper is on the implementation of such a system, the public choice problem in its adoption, and an assurance that regardless of which polluters provide waste treatment there is a mechanism for equitable sharing in the cos ts of that abatement. This paper examines the problems and practicalities of establishing a system of waste load allowances which is both more equitable and more efficient than direct regulation. Although the example we use is the treatment of waste water for phosphorus removal, the same principles apply to waste water and air pollution generally. We conclude that a marketable permit system is a viable alternative to direct regulation, once a total allowable loading to the waterway or air shed is established and an initial allocation of permitted discharges made.Although there are political hurdles which economists must recognize, they do not appear insurmountable. It is apparent, however, that strategies which ignore them are unlikely to succeed.As Tietenberg [1974] points out in his excellent article on the use of marketable permits for air pollution control (emission offsets), reCognition that economic efficiency in abatement could be achieved by establishing marketable permits has .not been .accompanied by discussion of the practical problems involved in 'unplernemation. (Only Tietenberg [ 1974], de-Lucia [1974], and Scott' and .Bransen [1974] have made serious efforts in that direction.) Dales [1968] discusses the general strategy of marketable permits.A marketable permit is not an effluent charge. Unlike the effluent charge, it does not purport to solve the problems of
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