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A new mixed-integer programming model for harvest scheduling subject to maximum area restrictions

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Detalhes bibliográficos
Resumo:Forest ecosystem management often requires spatially explicit planning because the spatial arrangement of harvests has become a critical economic and environmental concern. Recent research on exact methods has addressed both the design and the solution of forest management problems with constraints on the clearcut size, but where simultaneously harvesting two adjacent stands in the same period does not necessarily exceed the maximum opening size. Two main integer programming approaches have been proposed for this area restriction model. However, both encompass an exponential number of variables or constraints. In this work, we present a new integer programming model with a polynomial number of variables and constraints. Branch and bound is used to solve it. The model was tested with both real and hypothetical forests ranging from 45 to 1,363 polygons. Results show that the proposed model’s solutions were within or slightly above 1% of the optimal solution and were obtained in a short computation time.
Autores principais:Constantino, Miguel
Outros Autores:Martins, Isabel; Borges, J.G.
Assunto:forest management harvest scheduling spatial modeling integer programming
Ano:2008
País:Portugal
Tipo de documento:artigo
Tipo de acesso:acesso aberto
Instituição associada:Universidade de Lisboa
Idioma:inglês
Origem:Repositório da Universidade de Lisboa

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