Computable general equilibrium model

Conrad, K. (2002). Computable general equilibrium models in environmental and resource economics. In The International Yearbook of Environmental and Resource Economics 2002/2003, ed. Tietenberg, T. and Folmer, H. Cheltenham Edward Elgar, pp. 66-114. 

Devarajan, Shanta, Karen Theirfelder, and Sethaput Suthiwart-Narueput. 2001. The Marginal Cost of Public Funds in Developing Countries. In Amedeo Fossati and Wolfgang Wiegard, eds., Policy Evaluations with Computable General Equilibrium Models, pp. 39-55. New York Routledge Press. 

Rose A, Guha G-S (2004) Computable general equilibrium modeling of electric utility lifeline losses from earthquakes. In Okuyama Y, Chang S (eds) Modeling spatial and economic impacts of disasters. Springer, Berlin, pp 119-138... 

Madlener and Myles [34] in their work have systemized socioeconomic impacts according to four different dimensions social aspects, macro level, the supply side, and the demand side, using the Austrian Biomass Model based on a computable general equilibrium (CGE) model. 

Rose A. Liao S. 2005. Modeling regional economic resilience to disasters A computable general equilibrium analysis of water service disruptions. Journal of Regional Science 45 75—112. 

Compute the Gfj parameters for the Wilson equation. General engineering practice is to establish liquid-phase nonideality through experimental measurement of vapor-liquid equilibrium. Models with adjustable parameters exist for adequately representing most nonideal-solution behavior. Because of these models, the amount of experimental information needed is not excessive (see Example 3.9, which shows procedures for calculating such parameters from experimental data). 

Solving the NEQ Model Equations In general, a nonequilibrium model of a column has many more equations than does an equivalent equilibrium-stage model. Nevertheless, we use may essentially the same computational approaches to solve the nonequilibrium model equations simultaneous convergence (Krishnamurthy and Taylor, op. cit.) and continuation methods [Powers et al., Comput Chem. Engng., 12, 1229 (1988)]. Convergence of a nonequilibrium model is likely to be slower than that of the equilibrium model because of the greater... 

The lack of generally applicable direct methods to measure intestinal metabolism in humans (see Section 12.4.1) emphasizes the need for reliable computational models to differentiate intestinal metabolism from hepatic first-pass metabolism. Historically, the well-stirred (venous equilibrium) model has been adapted to the gut [1, 29] and used for these predictions according to Equation 12.7 ... 

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