An integer programming model for a forest harvest problem in Pinus pinaster stands;Un modelo de programacióen linear entera para planificación de corta y de aclareo en masas de Pinus pinaster

Forest Systems

Volumn 21, Issue 2, 2012, Pages 272-283

  Fonseca, T F ^a   Cerveira, A ^a,b   Mota, A ^c  

^a UNIVERSITY OF TRÁS OS MONTES AND ALTO DOURO   (Portugal)

^b UNIVERSITY OF LISBON   (Portugal)

^c Associação Florestal de Ribeira de Pena   (Portugal)

Author keywords

Commons lands; Forest management; Integer linear programming

Indexed keywords

PINUS PINASTER;

EID: 84864301267     PISSN: 21715068     EISSN: None     Source Type: Journal    
DOI: 10.5424/fs/2012212-02879     Document Type: Article

References (18)

1. Bredström D, Jönsson P, Rönnqvist M. 2010. Annual planning of harvesting resources in the forest industry. Intl Trans in Op Res 17, 155-177.
2. Bravo F, Bravo-Oviedo A, Dias-Balteiro L. 2008. Carbon sequestration in Spanish Mediterranean forests under two management alternatives: a modeling approach. Eur J Forest Res 127, 225-234.
3. Constantino M, Martins I, Borges JG., 2008. A new mixedinteger programming model for harvest scheduling subject to maximum area restrictions. Operations Research 56, 542-551.
4. Díaz-Balteiro L, Romero C. 2008. Making forestry decisions with multiple criteria: a review and an assessment. For Ecol Manage 255, 3222-3241.
5. Epstein R, Karlsson J, Rönnqvist M, Weintraub A. 2007. Harvest operational models in Forestry. In: Handbook of operations research in natural resources (Weintraub A, Romero C, Bjorndal T, Epstein R., eds). Springer International Series in Operations Research & Management Science, 99, NY, USA. pp. 365-377.
6. Fonseca TF. 2004. Modelação do crescimento, mortalidade e distribuição diamétrica, do pinhal bravo no Vale do Tâmega. Doctoral thesis. University of Trás-os-Montes e Alto Douro, Vila Real.
7. Fonseca TF, CP Marques, BR Parresol. 2009. Describing maritime pine diameter distributions with Johnson's SB distribution using a new all-parameter recovery approach. For Sci 55, 367-373.
8. Johnson NL. 1949. Systems of frequency curves generated by methods of translation. Biometrika 36, 149-176.
9. Luis JS, Fonseca TF. 2004. The allometric model in the stand density management of Pinus pinaster in Portugal. Ann For Sci 61, 1-8.
10. Marques CP. 1991. Evaluating site quality of even-aged maritime pine stands in northern Portugal using direct and indirect methods. For Ecol Manage 41, 193-204.
11. Martell DL, Gunn EA, Weintraub A. 1998. Forest management challenges for operational researchers. Eur J Oper Res 104, 1-17.
12. Moreira AM, Fonseca TF. 2002. Tabela de produção para o Pinhal do Vale do Tâmega. Silva Lusitana 10, 63-71.
13. Murray AT. 1999. Spatial restrictions in harvest scheduling. For Sci 45, 1-8.
14. Nemhauser GL, Wolsey LA, 1988. Integer and Combinatorial Optimization, John Wiley & Sons, New York. 763 pp.
15. Parresol BR, TF Fonseca, CP Marques. 2010 Numerical details and SAS programs for parameter recovery of the SB distribution. Gen Tech Rep SRS-122. USDA, USA, 27 pp.
16. Weintraub A. 2007. Integer programming in forestry. Ann Oper Res 149, 209-216.
17. Weintraub A, Church RL, Murray AT, Guignard M. 2000. Forest management models and combinatorial algorithms: analysis of state of the art. Ann Oper Res 96, 271-285.
18. Weintraub A, Romero C, Bjorndal T, Epstein R. 2007. Handbook of operations research in natural resources. Springer International Series in Operations Research & Management Science, NY, USA, 99. 640 pp.