Intergenerational Risks of Nuclear Energy. Taebi, B. In Roeser, S., Hillerbrand, R., Sandin, P., & Peterson, M., editors, Handbook of Risk Theory: Epistemology, Decision Theory, Ethics, and Social Implications of Risk, pages 295–318. Springer Netherlands, Dordrecht, 2012.
Paper doi abstract bibtex Nuclear energy is one of the clearest examples of a technology that brings about risks beyond generational borders. These risks emanate particularly from nuclear waste that needs to be isolated from the biosphere for very long periods of time. Principles of intergenerational equity currently underlie waste management policies, arguing that we should not impose undue burdens on future generations. This chapter scrutinizes the way in which such intergenerational equity principles deal with the issue of long-term risks.
@incollection{taebi_intergenerational_2012,
address = {Dordrecht},
title = {Intergenerational {Risks} of {Nuclear} {Energy}},
isbn = {978-94-007-1433-5},
url = {https://doi.org/10.1007/978-94-007-1433-5_12},
abstract = {Nuclear energy is one of the clearest examples of a technology that brings about risks beyond generational borders. These risks emanate particularly from nuclear waste that needs to be isolated from the biosphere for very long periods of time. Principles of intergenerational equity currently underlie waste management policies, arguing that we should not impose undue burdens on future generations. This chapter scrutinizes the way in which such intergenerational equity principles deal with the issue of long-term risks.},
language = {en},
urldate = {2023-08-31},
booktitle = {Handbook of {Risk} {Theory}: {Epistemology}, {Decision} {Theory}, {Ethics}, and {Social} {Implications} of {Risk}},
publisher = {Springer Netherlands},
author = {Taebi, Behnam},
editor = {Roeser, Sabine and Hillerbrand, Rafaela and Sandin, Per and Peterson, Martin},
year = {2012},
doi = {10.1007/978-94-007-1433-5_12},
keywords = {Fuel Cycle, Geological Repository, Nuclear Regulatory Commission, Nuclear Waste, Spend Fuel},
pages = {295--318},
}
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