Rangeland Ecology & Management

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Using State and Transition Models to Show Economic Interdependence of Ecological Sites at the Ranch Level
Author
Ritten, J.
Fernández-Giménez, M.E.
Pritchett, J.
Kachergis, E.
Hibbs, W.
Publisher
Society for Range Management
Publication Year
2017
Body

US government agencies are adopting state and transition models (STMs) for rangeland evaluation, monitoring, and management. This research demonstrates advantages of combining STMs and ranch economic models. A dynamic optimization framework casts management decisions-stocking rates and brush control-in the context of ranch profitability over a suite of ecological sites. Markov processes characterize the likelihood of state transitions. The ranch model shows economic interdependence of multiple ecological sites. Ecological site combinations producing the most forage are not the most economically advantageous. The state of one ecological site influences the forage value elsewhere and ultimately the intensity at which a ranch is stocked. Likewise, brush control benefits depend importantly on the state of all ecological sites. © 2017 The Society for Range Management. Published by Elsevier Inc. All rights reserved. The Rangeland Ecology & Management archives are made available by the Society for Range Management and the University of Arizona Libraries. Contact lbry-journals@email.arizona.edu for further information.

Language
en
Resource Type
Text
Document Type
Journal Issue/Article
Digital Object Identifier (DOI)
10.1016/j.rama.2017.05.008
Additional Information
Ritten, J., Fernández-Giménez, M. E., Pritchett, J., Kachergis, E., & Hibbs, W. (2017). Using State and Transition Models to Show Economic Interdependence of Ecological Sites at the Ranch Level. Rangeland Ecology & Management, 70(6), 666–674.
IISN
1550-7424
OAI Identifier
oai:repository.arizona.edu:10150/667492
Journal Volume
70
Journal Number
6
Journal Pages
666-674
Journal Name
Rangeland Ecology & Management
Keywords
dynamic optimization
ecological sites
ranch economics
state and transition models