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  5. Maximal Gaussian Affine Models for Multiple Commodities: A Note

Maximal Gaussian Affine Models for Multiple Commodities: A Note

File(s)
PL2_Maximal_gaussian.pdf (422.3 KB)
Permanent Link(s)
https://hdl.handle.net/1813/71488
Collections
SHA Articles and Chapters
Author
Casassus, Jaime
Liu, Peng
Tang, Ke
Abstract

This study extends the maximal affine models of single assets to a multi-commodity setup. We show that the correlated version of maximal affine models for a single commodity is no longer maximal for multiple commodities. In the maximal model, the convenience yield of a certain commodity could depend on the prices of other commodities, which is consistent with the structural model in our companion study Casassus, Liu, and Tang [Review of Financial Studies, 26, 1324–1362, 2013]. This cross-commodity relationship is a feedback effect that may generate substantial co-movement among long-run commodity prices, a fact that is consistent with many empirical studies.

Date Issued
2012-09-01
Keywords
futures
•
commodities
•
pricing models
Related DOI
https://doi.org/10.1002/fut.21649
Rights
Required Publisher Statement: © Wiley. Final version published as: Casassus, J., Liu, P., & Tang, K. (2015). Maximal Gaussian affine models for multiple commodities: A note. Journal of Futures Markets, 35, 75-86. doi: 10.1002/fut.21649Reprinted with permission. All rights reserved.
Type
article

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