2004
DOI: 10.1016/s0264-9993(03)00039-7
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Energy saving technical progress and optimal capital stock: the role of embodiment

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Cited by 28 publications
(35 citation statements)
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“…For example, the World Energy Outlook [32] writes that fossil fuels represent nearly 80 percent of world primary energy consumption. Add to this another 7% from the possibly limited 5 nuclear sector, another approximately 9% from an unsustainable 5 Some research suggests that too few uranium resources exist to meet demand in the future (IAEA [26]). 6 use of traditional biomass and we quickly arrive at a number which is only marginally different from 100%.…”
Section: Empirical Motivationsmentioning
confidence: 99%
“…For example, the World Energy Outlook [32] writes that fossil fuels represent nearly 80 percent of world primary energy consumption. Add to this another 7% from the possibly limited 5 nuclear sector, another approximately 9% from an unsustainable 5 Some research suggests that too few uranium resources exist to meet demand in the future (IAEA [26]). 6 use of traditional biomass and we quickly arrive at a number which is only marginally different from 100%.…”
Section: Empirical Motivationsmentioning
confidence: 99%
“…Optimal capital replacement in the presence of technological change, often referred to as vintage capital models (VCMs), has been analyzed extensively in the economic literature (Solow et al, 1966;Malcolmson, 1975;Benhabib and Rustichini, 1991;Yatsenko, 1996, 2005;Boucekkine et al, 1997Boucekkine and Pommeret, 2004;Greenwood et al, 1997Greenwood et al, , 2000. Most of the VCMs control the investment in new capital and the optimal scrapping time of obsolete capital (creative destruction).…”
Section: Review Of the Literaturementioning
confidence: 99%
“…If I(t, a) ¼ 0, then only the new machines are purchased and Eqs. (1)-(3) can be presented in the integral form that has been studied in Solow et al (1966), Malcolmson (1975), Hritonenko and Yatsenko (1996, 2005, Boucekkine et al (1997, and Boucekkine and Pommeret (2004). This paper extends the economic and mathematical analysis of the optimization problem (OP) originally stated and studied in Feichtinger et al (2003Feichtinger et al ( , 2006 Here, e Àrt is the discounting factor, p(t) denotes the price of the produced good, f(tÀa)v(a) is the output in year t by a machine of age a, and q(t, a) is the specific unit maintenance and operating costs per machine of age a.…”
Section: The Economic Modelmentioning
confidence: 99%
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