Ingrowth model for pyrenean oak stands in north-western Spain using continuous forest inventory data

European Journal of Forest Research

Volumn 129, Issue 4, 2010, Pages 669-678

  Adame, Patricia ^a   del Rìo, Miren ^a   Cañellas, Isabel ^a  

^a Instituto Nacional de Investigación y Tecnología Agraria y Alimentaria   (Spain)

Author keywords

Coppice stand; National Forest Inventory; Quercus pyrenaica Willd; Recruitment; Two stage model

Indexed keywords

COPPICE; FOREST INVENTORY; GROWTH RATE; MODELING; RECRUITMENT (POPULATION DYNAMICS); STAND DYNAMICS;

SPAIN;

QUERCUS PYRENAICA;

EID: 77953542638     PISSN: 16124669     EISSN: None     Source Type: Journal    
DOI: 10.1007/s10342-010-0368-1     Document Type: Article

References (48)

1. Adame P, Cañellas I, Roig S, del Rio M (2006) Modelling dominant height growth and site index curves for rebollo oak (Quercus pyrenaica Willd.). Ann For Sci 63: 929-940.
2. Adame P, Del Río M, Cañellas I (2008a) A mixed nonlinear height-diameter model for pyrenean oak (Quercus pyrenaica Willd.). For Ecol Manage 256: 88-98.
3. Adame P, Hynynen J, Cañellas I, Del Río M (2008b) Individual-tree diameter growth model for rebollo oak (Quercus pyrenaica Willd.) coppices. For Ecol Manage 255: 1011-1022.
4. Adams DM, Ek AR (1974) Optimizing the management of uneven-aged forest stands. Can J For Res 4: 274-287.
5. Bendzsak M (2004) A survey of hardwood recruitment under red pine (Pinus resinosa Ait.) plantations at Joker′s Hill. Faculty of Forestry, University of Toronto, Ontario.
6. Bergerud WA (1996) Introduction to regression models: with worked forestry examples. Biometrics information handbook no. 7. British Columbia. Ministry of Forests Research Program, Victoria, p 147.
7. Buongiorno J, Michie BR (1980) A matrix model for uneven-aged forest management. For Sci 26: 609-625.
8. Buongiorno J, Peyron J, Houllier F, Bruciamacchie M (1995) Growth and management of mixed-species, uneven-aged forests in the French Jura: implications for economic returns and tree diversity. For Sci 41: 397-429.
9. Burk TE (1978) Characterizing the growth dynamics of Lake States aspen. University of Minnesota, Minnesota, p 90.
10. Cañellas I, Del Río M, Roig S, Montero G (2004) Growth response to thinning in Quercus pyrenaica Willd. coppice stands in Spanish central mountain. Ann For Sci 61: 243-250.
11. Copas JB (1989) Unweight sum of squares test for proportions. Appl Stat 38: 71-80.
12. DGCN (1996) II Inventario Forestal Nacional 1986--1996, Dirección General de Conservación de la Naturaleza, Ministerio de Medio Ambiente, Madrid.
13. DGCN (2006) III Inventario forestal nacional 1996-2006, Dirección General de Conservación de la Naturaleza, Ministerio de Medio Ambiente, Madrid.
14. Elena Roselló R (1997) Clasificación Biogeoclimática de España Peninsular y Balear. MAPA, Madrid, p 446.
15. Flewelling JW, Pienaar LV (1981) Multiplicative regression with lognormal errors. For Sci 27: 281-289.
16. Gadow KV, Hui G (1998) Modelling forest development. Kluwer Academic Publishers, The Netherlands.
17. García O (1988) Growth modelling-a (re)view. New Zealand Forestry 33: 14-17.
18. Grubb PJ (1977) The maintenance of species-richness in plant communities: the importance of the regeneration niche. Biol Rev 52: 107-145.
19. Hamilton DA, Brickell JE (1983) Modeling methods for a two-state system with continuous responses. Can J For Res 13: 1117-1121.
20. Hao Q, Meng F, Zhou Y, Wang J (2005) A transition matrix growth model for uneven-aged mixed-species forests in the Changbai Mountains, northeastern China. New For 29: 221-231.
21. Huang S, Yang Y, Wang Y (2003) A critical look at procedures for validating growth and yield models. In: Amaro A, Reed D, Soares P (eds) Modelling forest systems. CAB Internacional, pp 271-293.
22. Hyink DM, Moser JW (1983) A generalized framework for projecting forest yield and stand structure using diameter distributions. For Sci 29: 85-95.
23. Kariuki M (2004) Modelling dynamics including recruitment, growth and mortality for sustainable management in uneven-aged mixed-species rainforests. School of Environmental Science and Natural Resources Management. Southern Cross University, p 212.
24. Kuss O (2001) A SAS/IML macro for goodness-of-fit testing in logistic regression models with sparse data. In: 26th Annual SAS users group international conference.
25. Leak WB, Graber RE (1976) Seedling input, death, and growth in uneven-aged northern hardwoods. Can J For Res 6: 368-374.
26. Lexerød N, Eid T (2005) Recruitment models for Norway spruce, scots pine, birch and other broadleaves in young growth forests in Norway. Silva Fenn 39: 391-406.
27. Liu J, Ashton PS (1998) FORMOSAIC: an individual-based spatially explicit model for simulating forest dynamics in landscape mosaics. Ecol Model 106: 177-200.
28. McCarthy J (2001) Gap dynamics of forest trees: a review with particular attention to boreal forests. Environ Rev 9: 1-59.
29. McCullagh P (1985) On the asymptotic distribution of Pearson's statistic in linear exponential-family models. Int Stat Rev 53: 61-67.
30. McCullagh P, Nelder JA (1986) Generalized linear models. Chapman & Hall, London.
31. Monserud RA, Sterba H (1996) A basal area increment model for individual trees growing in even- and uneven-aged forests stands in Austria. For Ecol Manage 80: 57-80.
32. Moser JW (1972) Dynamics of uneven-aged forest stands. For Sci 18: 184-191.
33. Osius G, Rojek D (1992) Normal goodness-of-fit tests for multinomial models with large degrees of freedom. J Am Stat Assoc 87: 1145-1152.
34. Pepe MS (2000) Receiver operating characteristic methodology. J Am Stat Assoc 95: 308-311.
35. Qin Y (1998) Ingrowth models and juvenile mixedwoods stand dynamics. Department of renewable resources, University of Alberta, Edmonton, p 132.
36. Roig S, del Río M, Ruíz-Peinado R, Cañellas I (2007) Tipología dasométrica de los rebollares (Quercus pyrenaica Willd.) de la zona centro de la Península Ibérica. Los sistemas forrajeros: entre la producción y el paisaje. Actas de la XLVI Reunión Científica de la Sociedad Española para el Estudio de los Pastos, Vitoria, pp 535-542.
37. Sánchez O, Sánchez F, Carretero MP (1999) Modelos y cartografía de estimaciones climáticas termopluviométricas para la españa peninsular. INIA, Madrid, p 192.
38. SAS/STAT (2000) SAS/STAT user's guide, version 8. SAS Institute Inc, Cary.
39. SAS/STAT (2001) The SAS system for windows release 6. 12. SAS Institute Inc, Cary.
40. Shifley SR, Ek AR, Burk TE (1993) A generalized methodology for estimating forest ingrowth at multiple threshold diameters. For Sci 39: 776-798.
41. Snowdon P (1991) A ratio estimator for bias correction in logarithmic regressions. Can J For Res 21: 720-724.
42. Soares P, Tomé M, Skovsgaard JP, Vanclay JK (1995) Evaluating a growth model for forest management using continuous forest inventory data. For Ecol Manage 71: 251-265.
43. Trasobares A, Pukkala T, Miina J (2004) Growth and yield model for uneven-aged mixtures of Pinus sylvestris L. and Pinus nigra Arn. in Catalonia, north-east Spain. Ann For Sci 61: 9-24.
44. Vanclay JK (1989) A growth model for North Queensland rainforests. For Ecol Manage 27: 245-271.
45. Vanclay JK (1992) Modelling regeneration and recruitment in a tropical forest. Can J For Res 22: 1235-1248.
46. Vanclay JK (1994a) Modelling forest growth and yield-application to mixed tropical forests. CAB Internat, UK.
47. Vanclay JK (1994b) Sustainable timber harvesting: simulations studies in the tropical rainforests of north Queensland. For Ecol Manage 69: 299-320.
48. White H (1982) Maximum likehood estimation of misspecified models. Econometrica 50: 1-25.