4.7 Article

Incentives and Emission Responsibility Allocation in Supply Chains

Journal

MANAGEMENT SCIENCE
Volume 67, Issue 7, Pages 4172-4190

Publisher

INFORMS
DOI: 10.1287/mnsc.2020.3724

Keywords

supply chains; cooperative games; Shapley value; incentives; emission responsibility allocation

Funding

  1. Natural Sciences and Engineering Research Council of Canada [4606, 3998]

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This paper explores greenhouse gas emissions in the supply chains of the top 2,500 global companies, proposing a cooperative game theory methodology for a balanced carbon emission allocation scheme. The scheme is transparent and incentivizes suppliers to reduce emissions, while meeting certain desirable properties.
Because greenhouse-gas (GHG) emissions from the supply chains of just the 2,500 largest global corporations account for more than 20% of global emissions, rationalizing emissions in supply chains could make an important contribution toward meeting the global CO2 emission-reduction targets agreed upon in the 2015 Paris Climate Agreement. Accordingly, in this paper, we consider supply chains with joint production of GHG emissions, operating under either a carbon-tax regime, wherein a regulator levies a penalty on the emissions generated by the firms in the supply chain, or an internal carbon pricing scheme. Supply chain leaders, such as Walmart, are assumed to be environmentally motivated to induce their suppliers to abate their emissions. We adopt a cooperative game theory methodology to derive a footprint-balanced scheme for reapportioning the total carbon emissions amongst the firms in the supply chain. This emission responsibility allocation scheme, which is the Shapley value of an associated cooperative game, is shown to have several desirable characteristics. In particular, (i) it is transparent and easy to compute; (ii) when the abatement-cost functions of the firms are private information, it incentivizes suppliers to exert pollution-abatement efforts that, among all footprint balanced allocation schemes, minimize the maximum deviation from the socially optimal pollution level; and (iii) the Shapley value is the unique allocation mechanism satisfying certain contextually desirable properties.

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