Bibliography
AFNOR. 1985. “Bois – Détermination de La Masse Volumique.” NF B51-005. AFNOR.
AGO. 2002. “Field Measurement Procedures for Carbon Accounting.” Bush for Greenhouse Report 2. Canberra, Australia: Australian Greenhouse Office.
Akaike, Hirotugu. 1974. “A New Look at the Statistical Model Identification.” IEEE T. Automat. Contr. 19 (6): 716–23.
Alder, D. 1980. Estimation Des Volumes et Accroissement Des Peuplements Forestiers – Vol. 2. Étude et Prévision de La Production. Études FAO.2em: Forêts, 22/2. Rome: FAO.
Andrews, J. A., and T. G. Siccama. 1995. “Retranslocation of Calcium and Magnesium at the Heartwood-Sapwood Boundary of Atlantic White Cedar.” Ecology 76 (2): 659–63.
Araújo, T. M., Niro Higuchi, and João A. de Carvalho. 1999. “Comparison of Formulae for Biomass Content Determination in a Tropical Rain Forest Site in the State of Pará, Brazil.” Forecol 117 (1-3): 43–52.
Archibald, S., and W. J. Bond. 2003. “Growing Tall Vs Growing Wide: Tree Architecture and Allometry of Acacia Karroo in Forest, Savanna, and Arid Environments.” Oikos 102 (1): 3–14.
Assmann, E. 1970. The Principles of Forest Yield Study. Oxford, UK: Pergamon Press.
Augusto, L., C. Meredieu, D. Bert, P. Trichet, A. Porté, A. Bosc, F. Lagane, et al. 2008. “Improving Models of Forest Nutrient Export with Equations That Predict the Nutrient Concentration of Tree Compartments.” Afs 65 (8): 808.
Basuki, T. M., P. E. van Laake, A. K. Skidmore, and Y. A. Hussin. 2009. “Allometric Equations for Estimating the Above-Ground Biomass in Tropical Lowland Dipterocarp Forests.” Forecol 257 (8): 1684–94.
Batho, A., and O. Garcı́a. 2006. “De Perthuis and the Origins of Site Index: A Historical Note.” Fbmis 1: 1–10.
Becking, J. H. 1953. “Einige Gesichtspunkte Für Die Durchführung von Vergleichenden Durchforstungsversuchen in Gleichälterigen Beständen.” In 11\(^{\mathrm{e}}\) Congrès de l’Union Internationale Des Instituts de Recherches Forestiers, Rome, 1953.2em: Comptes Rendus, 580–82. IUFRO.
Bellefontaine, R., S. Petit, M. Pain-Orcet, P. Deleporte, and J. G. Bertault. 2001. Les Arbres Hors Forêt.2em: Vers Une Meilleure Prise En Compte. Cahier FAO Conservation 35. Rome: FAO. http://www.fao.org/docrep/005/y2328f/y2328f00.htm.
Bergès, L., G. Nepveu, and A. Franc. 2008. “Effects of Ecological Factors on Radial Growth and Wood Density Components of Sessile Oak (Quercus Petraea Liebl.) in Northern France.” Forecol 255 (3-4): 567–79.
Berliner, L. Mark, and Yongku Kim. 2008. “Bayesian Design and Analysis for Superensemble-Based Climate Forecasting.” Jclimat 21 (9): 1891–1910.
Bloom, A. J., F. S. Chapin, and H. A. Mooney. 1985. “Resource Fimitation in Plants–an Economic Analogy.” Annrevecolsys 16: 363–92.
Bohlman, Stephanie, and Sean O’Brien. 2006. “Allometry, Adult Stature and Regeneration Requirement of 65 Tree Species on Barro Colorado Island, Panama.” Jtropec 22 (2): 123–36.
Bolker, B. 2008. Ecological Models and Data in R. Princeton, NJ: Princeton University Press.
Bontemps, J. D., J. C. Hervé, and J. F. Dhôte. 2009. “Long-Term Changes in Forest Productivity: A Consistent Assessment in Even-Aged Stands.” Forsci 55 (6): 549–64.
Bontemps, J. D., J. C. Hervé, J. M. Leban, and J. F. Dhôte. 2011. “Nitrogen Footprint in a Long-Term Observation of Forest Growth over the Twentieth Century.” Treessf 25 (2): 237–51.
Bormann, F. H. 1953. “The Statistical Efficiency of Sample Plot Size and Shape in Forest Ecology.” Ecology 34 (3): 474–87.
Bouchon, J. 1974. “Les Tarifs de Cubage.” Nancy, France: ENGREF.
Bouriaud, O., J. M. Leban, D. Bert, and C. Deleuze. 2005. “Intra-Annual Variations in Climate Influence Growth and Wood Density of Norway Spruce.” Tree Physiology 25 (6): 651–60.
Box, G. E. P., and N. R. Draper. 1987. Empirical Model Building and Response Surfaces. Wiley Series in Probability and Mathematical Statistics. New York, NY: Wiley.
Bozdogan, H. 1987. “Model Selection and Akaike’s Information Criterion (AIC): The General Theory and Its Analytical Extensions.” Psychometrika 52 (3): 345–70.
Bradley, Phillip N. 1988. “Survey of Woody Biomass on Farms in Western Kenya.” Ambio 17 (1): 40–48.
Breugel, Michiel van, Johannes Ransijn, Dylan Craven, Frans Bongers, and Jefferson S. Hall. 2011. “Estimating Carbon Stock in Secondary Forests: Decisions and Uncertainties Associated with Allometric Biomass Models.” Forecol 262 (8): 1648–57.
Brown, I. Foster, Luiz A. Martinelli, W. Wayt Thomas, Marcelo Z. Moreira, Reynaldo A. Victoria, and C. A. Cid Ferreira. 1995. “Uncertainty in the Biomass of Amazonian Forests: An Example from Rondônia, Brazil.” Forecol 75 (1-3): 175–89.
Brown, S. 1997. Estimating Biomass and Biomass Change of Tropical Forests: A Primer. FAO Forestry Paper 134. Rome: FAO. http://www.fao.org/docrep/W4095E/W4095E00.htm.
Brown, S, A. J. R. Gillespie, and A. E. Lugo. 1989. “Biomass Estimation Methods for Tropical Forests with Applications to Forest Inventory Data.” Forsci 35 (4): 881–902.
Burdon, R. D., R. P. Kibblewhite, J. C. F. Walker, Evans R. Megraw, and D. J. Cown. 2004. “Juvenile Versus Mature Wood: A New Concept, Orthogonal to Corewood Versus Outerwood, with Special Reference to Pinus Radiata and P. Taeda.” Forsci 50 (4): 399–415.
Burnham, Kenneth P., and David R. Anderson. 2002. Model Selection and Multimodel Inference. A Practical Information-Theoretic Approach. 2nd ed. New York, NY: Springer Science+Business Media, Inc.
Burnham, K. P., and D. R. Anderson. 2004. “Multimodel Inference: Understanding AIC and BIC in Model Selection.” Sociol. Method. Res. 33 (2): 261–304.
Cailliez, F. 1980. Forest Volume Estimation and Yield Prediction. Volume Estimation. Vol. 1. Études FAO Forêts, 22/1. Rome: FAO.
Cairns, Michael A., Sandra Brown, Eileen H. Helmer, and Greg A. Baumgardner. 1997. “Root Biomass Allocation in the World’s Upland Forests.” Oecologia 111 (1): 1–11.
Calama, Rafael, Ignacio Barbeito, Marta Pardos, Miren del Rı́o, and Gregorio Montero. 2008. “Adapting a Model for Even-Aged Pinus Pinea L. Stands to Complex Multi-Aged Structures.” Forecol 256 (6): 1390–9.
Cavaignac, S., N. Nguyen Thé, F. Melun, and A. Bouvet. 2012. “Élaboration d’un Modèle de Croissance Pour L’Eucalyptus Gundal.” FCBA INFO, 16. http://www.fcbainfo.fr/pages/page364.php.
Charru, M., I. Seynave, F. Morneau, and J. D. Bontemps. 2010. “Recent Changes in Forest Productivity: An Analysis of National Forest Inventory Data for Common Beech (Fagus Sylvatica L.) in North-Eastern France.” Forecol 260 (5): 864–74.
Chave, J., C. Andalo, S. Brown, M. A. Cairns, J. Q. Chambers, D. Eamus, H. Fölster, et al. 2005. “Tree Allometry and Improved Estimation of Carbon Stocks and Balance in Tropical Forests.” Oecologia 145 (1): 87–99.
Chave, J., D. Coomes, S. Jansen, S. L. Lewis, N. G. Swenson, and A. E. Zanne. 2009. “Towards a Worldwide Wood Economics Spectrum.” Ecollet 12 (4): 351–66.
Chave, Jerome, Richard Condit, Salomon Aguilar, Andres Hernandez, Suzanne Lao, and Rolando Perez. 2004. “Error Propagation and Scaling for Tropical Forest Biomass Estimates.” Philtransb 359 (1443): 409–20.
Chave, Jérôme, Richard Condit, Suzanne Lao, John P. Caspersen, Robin B. Foster, and Stephen P. Hubbell. 2003. “Spatial and Temporal Variation of Biomass in a Tropical Forest: Results from a Large Census Plot in Panama.” Jecol 91 (2): 240–52.
Chave, J., B. Riéra, and M. A. Dubois. 2001. “Estimation of Biomass in a Neotropical Forest of French Guiana: Spatial and Temporal Variability.” Jtropec 17 (1): 79–96.
Cochran, W. G. 1977. Sampling Techniques. 3rd ed. Wiley Series in Probability and Mathematical Statistics. New York, NY: John Wiley & Sons.
Colin-Belgrand, M., J. Ranger, and J. Bouchon. 1996. “Internal Nutrient Translocation in Chesnut Tree Stemwood: III. Dynamics Across an Age Series of Castanea Sativa (Miller).” Annbot 78 (6): 729–40.
Cotta, Henri. 1804. Principes Fondamentaux de La Science Forestière. Paris: Bouchard-Huzard.
Courbaud, B., F. Goreaud, P. Dreyfus, and F. R. Bonnet. 2001. “Evaluating Thinning Strategies Using a Tree Distance Dependent Growth Model: Some Examples Based on the CAPSIS Software ‘Uneven-Aged Spruce Forests’ Module.” Forecol 145 (1): 15–28.
Cressie, N. 1993. Statistics for Spatial Data. 2nd ed. Wiley Series in Probability and Mathematical Statistics. New York, NY: John Wiley & Sons.
CTFT. 1989. Mémento Du Forestier. 3rd ed. Paris, France: Ministère de la Coopération et du Développement.
Cunia, T. 1964. “Weighted Least Squares Method and Construction of Volume Tables.” Forsci 10 (2): 180–91.
———. 1965. “Some Theory on Reliability of Volume Estimates in a Forest Inventory Sample.” Forsci 11 (1): 115–28.
———. 1987a. “An Optimization Model for Subsampling Trees for Biomass Measurement.” In Estimating Tree Biomass Regressions and Their Error. Proceedings of the Workshop on Tree Biomass Regression Functions and Their Contribution to the Error of Forest Inventory Estimates, May 26–30, 1986, Syracuse, N.y. – Part E, edited by E. H. Whraton and T. Cunia, 109–18. General Technical Report NE-117. Broomall, PA, USA: USDA Forest Service, Northeastern Forest Experiment Station. http://216.48.37.142/pubs/ne/.
———. 1987b. “An Optimization Model to Calculate the Number of Sample Trees and Plots.” In Estimating Tree Biomass Regressions and Their Error. Proceedings of the Workshop on Tree Biomass Regression Functions and Their Contribution to the Error of Forest Inventory Estimates, May 26–30, 1986, Syracuse, N.y. – Part E, edited by E. H. Whraton and T. Cunia, 15–24. General Technical Report NE-117. Broomall, PA, USA: USDA Forest Service, Northeastern Forest Experiment Station. http://216.48.37.142/pubs/ne/.
———. 1987c. “Construction of Tree Biomass Tables by Linear Regression Techniques.” In Estimating Tree Biomass Regressions and Their Error. Proceedings of the Workshop on Tree Biomass Regression Functions and Their Contribution to the Error of Forest Inventory Estimates, May 26–30, 1986, Syracuse, N.y. – Part E, edited by E. H. Whraton and T. Cunia, 27–36. General Technical Report NE-117. Broomall, PA, USA: USDA Forest Service, Northeastern Forest Experiment Station. http://216.48.37.142/pubs/ne/.
———. 1987d. “Error of Forest Inventory Estimates: Its Main Components.” In Estimating Tree Biomass Regressions and Their Error. Proceedings of the Workshop on Tree Biomass Regression Functions and Their Contribution to the Error of Forest Inventory Estimates, May 26–30, 1986, Syracuse, N.y. – Part E, edited by E. H. Whraton and T. Cunia, 1–14. General Technical Report NE-117. Broomall, PA, USA: USDA Forest Service, Northeastern Forest Experiment Station. http://216.48.37.142/pubs/ne/.
Cunia, T., and R. D. Briggs. 1984. “Forcing Additivity of Biomass Tables: Some Empirical Results.” Canjfor 14: 376–84.
———. 1985a. “Forcing Additivity of Biomass Tables: Use of the Generalized Least Squares Method.” Canjfor 15: 23–28.
———. 1985b. “Harmonizing Biomass Tables by Generalized Least Squares.” Canjfor 15: 331–40.
Dean, C. 2003. “Calculation of Wood Volume and Stem Taper Using Terrestrial Single-Image Close-Range Photogrammetry and Contemporary Software Tools.” Silvafenn 37 (3): 359–80.
Dean, C., and S. Roxburgh. 2006. “Improving Visualisation of Mature, High-Carbon Sequestering Forests.” For. Biometry Model. Inform. Sci. 1: 48–69.
Dean, C., S. Roxburgh, and B. Mackey. 2003. “Growth Modelling of Eucalyptus Regnans for Carbon Accounting at the Landscape Scale.” In Modelling Forest Systems, edited by A. Amaro, D. Reed, and P. Soares, 27–39. Wallingford, UK: CAB International Publishing.
Deans, J. D., J. Moran, and J. Grace. 1996. “Biomass Relationships for Tree Species in Regenerating Semi-Deciduous Tropical Moist Forest in Cameroon.” Forecol 88 (3): 215–25.
Decourt, N. 1973. “Production Primaire, Production Utile.2em: Méthodes d’évaluation, Indices de Productivité.” Ann. Sci. For. 30 (3): 219–38.
Deleuze, C., D. Blaudez, and J. C. Hervé. 1996. “Fitting a Hyperbolic Model for Height Versus Girth Relationship in Spruce Stands. Spacing Effects.” Ann. Sci. For. 53 (1): 93–111.
Dempster, A. P., N. M. Laird, and D. B. Rubin. 1977. “Maximum Likelihood from Incomplete Data via the EM Algorithm.” Jrstatb 39 (1): 1–38.
Dhôte, J. F. 1990. “Modèles de La Dynamique Des Peuplements Forestiers : Articulation Entre Les Niveaux de L’arbre et Du Peuplement. Applications à La Sylviculture Des Hêtraies.” Thèse de doctorat, Lyon, France: Université Claude Bernard-Lyon I.
———. 1991. “Modélisation de La Croissance Des Peuplements Réguliers de Hêtre.2em: Dynamique Des Hiérarchies Sociales et Facteurs de Production.” Ann. Sci. For. 48 (4): 389–416.
———. 1996. “A Model of Even-Aged Beech Stands Productivity with Process-Based Interpretations.” Ann. Sci. For. 53 (1): 1–20.
Dietz, J., and S. Kuyah. 2011. “Guidelines for Establishing Regional Allometric Equations for Biomass Estimation Through Destructive Sampling.” Report of the Carbon Benefits Project: Modelling, Measurement and Monitoring. Nairobi, Kenya: World Agroforestry Centre (ICRAF).
Dietze, Michael C., Michael S. Wolosin, and James S. Clark. 2008. “Capturing Diversity and Interspecific Variability in Allometries: A Hierarchical Approach.” Forecol 256 (11): 1939–48.
Dı́az, S., and M. Cabido. 1997. “Plant Functional Types and Ecosystem Function in Relation to Global Change.” Jveg 8: 463–74.
Djomo, Adrien N., Adamou Ibrahima, Joachim Saborowski, and Gode Gravenhorst. 2010. “Allometric Equations for Biomass Estimations in Cameroon and Pan Moist Tropical Equations Including Biomass Data from Africa.” Forecol 260 (10): 1873–85.
Dong, Jiarui, Robert K. Kaufmann, Ranga B. Myneni, Compton J. Tucker, Pekka E. Kauppi, Jari Liski, Wolfgang Buermann, V. Alexeyev, and Malcolm K. Hughes. 2003. “Remote Sensing Estimates of Boreal and Temperate Forest Woody Biomass: Carbon Pools, Sources, and Sinks.” Remote Sens. Environ. 84: 393–410.
Dreyfus, P. 2012. “Joint Simulation of Stand Dynamics and Landscape Evolution Using a Tree-Level Model for Mixed Uneven-Aged Forests.” Afs 69 (2): 283–303.
Duan, Naihua. 1983. “Smearing Estimate: A Nonparametric Retransformation Method.” Jasa 78 (383): 605–10.
Durbin, J., and G .S. Watson. 1971. “Testing for Serial Correlation in Least Squares Regression. III.” Biometrika 58 (1): 1–19.
Ebuy Alipade, Jérôme, Jean Pierre Lokombé Dimandja, Quentin Ponette, Denis Sonwa, and Nicolas Picard. 2011. “Biomass Equation for Predicting Tree Aboveground Biomass at Yangambi, DRC.” Jtropforsci 23 (2): 125–32.
Efron, B., and R. J. Tibshirani. 1993. An Introduction to the Bootstrap. Monographs on Statistics and Applied Probability 57. New York, NY: Chapman & Hall.
Eichhorn, F. 1904. “Beziehungen Zwischen Bestandshöhe Und Bestandsmasse.” Allgemeine Forst- Und Jagdzeitung 80: 45–49.
Enquist, Bian J. 2002. “Universal Scaling in Tree and Vascular Plant Allometry: Toward a General Quantitative Theory Linking Plant Form and Function from Cells to Ecosystems.” Tree Physiology 22 (15-16): 1045–64.
Enquist, B. J., J. H. Brown, and G. B. West. 1998. “Allometric Scaling of Plant Energetics and Population Density.” Nature 395 (6698): 163–65.
Enquist, B. J., G. B. West, E. L. Charnov, and J. H. Brown. 1999. “Allometric Scaling of Production and Life-History Variation in Vascular Plants.” Nature 401 (6756): 907–11.
Eyre, F. H., and W. M. Zillgitt. 1950. “Size-Class Distribution in Old-Growth Northern Hardwoods Twenty Years After Cutting.” Station Paper 21. Saint Paul, Minnessota, USA: U.S. Department of Agriculture, Forest Service, Lake States Forest Experiment Station. http://www.nrs.fs.fed.us/pubs/sp/ls_sp021.pdf.
Fairfield Smith, H. 1938. “An Empirical Law Describing Heterogeneity in the Yields of Agricultural Crops.” Jagrisci 28: 1–23.
Fang, Zixing, and Robert L. Bailey. 1999. “Compatible Volume and Taper Models with Coefficients for Tropical Species on Hainan Island in Southern China.” Forsci 45 (1): 85–100.
FAO. 2006. Global Forest Resources Assessment 2005. Progress Towards Sustainable Forest Management. Vol. 147. FAO Forestry Paper. Rome: Food; Agriculture Organization of the United Nations.
Favrichon, V. 1998. “Modeling the Dynamics and Species Composition of Tropical Mixed-Species Uneven-Aged Natural Forest: Effects of Alternative Cutting Regimes.” Forsci 44 (1): 113–24.
Fonweban, J. N., and F. Houllier. 1997. “Tarif de Peuplement et Modèle de Production Pour Eucalyptus Saligna Au Cameroun.” Bft 253: 21–36.
Fournier-Djimbi, M. 1998. “Le Matériau Bois.2em: Structure, Propriétés, Technologie.” Cours. Montpellier, France: ENGREF, Département de foresterie rurale et tropicale.
Franc, A., S. Gourlet-Fleury, and N. Picard. 2000. Introduction à La Modélisation Des Forêts Hétérogènes. Nancy, France: ENGREF.
Furnival, G. M. 1961. “An Index for Comparing Equations Used in Constructing Volume Tables.” Forsci 7 (4): 337–41.
Furrer, R., R. Knutti, S. R. Sain, D. W. Nychka, and G. A. Meehl. 2007. “Spatial Patterns of Probabilistic Temperature Change Projections from a Multivariate Bayesian Analysis.” Geophysres 34 (L06711): 1–4.
Gambill, C. W., Jr. Wiant H. V., and D. O. Yandle. 1985. “Optimum Plot Size and BAF.” Forsci 31 (3): 587–94.
Garcı́a, O. 2003. “Dimensionality Reduction in Growth Models: An Example.” Fbmis 1: 1–15. http://cms1.gre.ac.uk/conferences/iufro/fbmis/Volume\_1.htm.
Garcı́a, Oscar. 2011. “Dynamical Implications of the Variability Representation in Site-Index Modelling.” Eur. J. For. Res. 130 (4): 671–75.
Gayon, Jean. 2000. “History of the Concept of Allometry.” Am. Zool. 40 (5): 748–58.
Gehring, C., S. Park, and M. Denich. 2004. “Liana Allometric Biomass Equations for Amazonian Primary and Secondary Forest.” Forecol 195: 69–83.
Genet, A., H. Wernsdörfer, M. Jonard, H. Pretzsch, M. Rauch, Q. Ponette, C. Nys, et al. 2011. “Ontogeny Partly Explains the Apparent Heterogeneity of Published Biomass Equations for Fagus Sylvatica in Central Europe.” Forecol 261 (7): 1188–1202.
Gerwing, Jeffrey John, and Damião Lopes Farias. 2000. “Integrating Liana Abundance and Forest Stature into an Estimate of Total Aboveground Biomass for an Eastern Amazonian Forest.” Jtropec 16 (3): 327–35.
Gerwing, Jeffrey J., Stefan A. Schnitzer, Robyn J. Burnham, Frans Bongers, Jérôme Chave, Saara J. DeWalt, Corneille E. N. Ewango, et al. 2006. “A Standard Protocol for Liana Censuses.” Biotropica 38 (2): 256–61.
Gibbs, H. K., S. Brown, J. O. Niles, and J. A. Foley. 2007. “Monitoring and Estimating Tropical Forest Carbon Stocks: Making REDD a Reality.” Envreslet 2 (4): 1–13.
Gomat, H. Y., P. Deleporte, R. Moukini, G. Mialounguila, N. Ognouabi, R. A. Saya, P. Vigneron, and L. Saint-André. 2011. “What Factors Influence the Stem Taper of Eucalyptus: Growth, Environmental Conditions, or Genetics?” Afs 68 (1): 109–20.
Gonzalez, Patrick, Gregory P. Asner, John J. Battles, Michael A. Lefsky, Kristen M. Waring, and Michael Palace. 2010. “Forest Carbon Densities and Uncertainties from Lidar, QuickBird, and Field Measurements in California.” Remote Sens. Environ. 114 (7): 1561–75.
Gould, S. J. 1979. “An Allometric Interpretation of Species-Area Curves. The Meaning of the Coefficient.” Amnat 114 (3): 335–43.
Gould, Stephen Jay. 1966. “Allometry and Size in Ontogeny and Phylogeny.” Biolrev 41 (4): 587–638.
———. 1971. “Geometric Similarity in Allometric Growth: A Contribution to the Problem of Scaling in the Evolution of Size.” Amnat 105 (942): 113–36.
Goupy, J. 1999. Plans d’expériences Pour Surfaces de Réponse. Paris: Dunod.
Gourlet-Fleury, S., and F. Houllier. 2000. “Modelling Diameter Increment in a Lowland Evergreen Rain Forest in French Guiana.” Forecol 131 (1-3): 269–89.
Gourlet-Fleury, Sylvie, Vivien Rossi, Maxime Rejou-Mechain, Vincent Freycon, Adeline Fayolle, Laurent Saint-André, Guillaume Cornu, et al. 2011. “Environmental Filtering of Dense-Wooded Species Controls Above-Ground Biomass Stored in African Moist Forests.” Jecol 99 (4): 981–90.
Gregoire, Timothy G., and Michael E. Dyer. 1989. “Model Fitting Under Patterned Heterogeneity of Variance.” Forsci 35 (1): 105–25.
Guilley, E., J. C. Hervé, and G. Nepveu. 2004. “The Influence of Site Quality, Silviculture and Region on Wood Density Mixed Model in Quercus Petraea Liebl.” Forecol 189 (1-3): 111–21.
Hairiah, K., S. M. Sitompul, M. van Noordwijk, and C. A. Palm. 2001. Methods for Sampling Carbon Stocks Above and Below Ground. ASB Lecture Note 4B. Bogor, Indonesia: International Centre for Research in Agroforestry (ICRAF).
Hart, H. M. J. 1928. “Stamtal En Dunning: Een Orienteerend Onderzoek Naar de Beste Plantwijdte En Dunningswijze Voor Den Djati.” PhD thesis, Wageningen, The Netherlands: Wageningen University.
Hawthorne, W. 1995. Ecological Profiles of Ghanaian Forest Trees. Tropical Forestry Paper 29. Oxford, UK: Oxford Forestry Institute, Department of Plant Sciences, University of Oxford.
Härdle, W., and L. Simar. 2003. Applied Multivariate Statistical Analysis. Berlin: Springer-Verlag.
Hebert, J., J. Rondeux, and C. Laurent. 1988. “Comparaison Par Simulation de 3 Types d’unités d’échantillonnage En Futaies Feuillues de Hêtre (Fagus Silvatica L.).” Asf 45 (3): 209–21.
Henry, Matieu, Nicolas Picard, Carlos Trotta, Raphaël Manlay, R. Valentini, M. Bernoux, and Laurent Saint-André. 2011. “Estimating Tree Biomass of Sub-Saharan African Forests: A Review of Available Allometric Equations.” Silvafenn 45 (3B): 477–569.
Henry, M., A. Besnard, W. A. Asante, J. Eshun, S. Adu-Bredu, R. Valentini, M. Bernoux, and L. Saint-André. 2010. “Wood Density, Phytomass Variations Within and Among Trees, and Allometric Equations in a Tropical Rainforest of Africa.” Forecol 260 (8): 1375–88.
Hitchcock, H. C. III., and J. P. McDonnell. 1979. “Biomass Measurement: A Synthesis of the Literature.” Internal report. In Proceedings of IUFRO Workshop on Forest Resource Inventories, July 23-26, 1979, 544–95. Fort Collins, Colorado, USA: Division of Land; Forest Resources, Tennessee Valley Authority; SAF-IUFRO.
Hoeting, Jennifer A., David Madigan, Adrian E. Raftery, and Chris T. Volinsky. 1999. “Bayesian Model Averaging: A Tutorial.” Statsci 14 (4): 382–417.
Hofstad, O. 2005. “Review of Biomass and Volume Functions for Individual Trees and Shrubs in Southeast Africa.” Jtropforsci 17 (1): 151–62.
Holmgren, P., E. J. Masakha, and H. Sjöholm. 1994. “Not All African Land Is Being Degraded: A Recent Survey of Trees on Farms in Kenya Reveals Rapidly Increasing Forest Resources.” Ambio 23 (7): 390–95.
Huxley, J. S. 1924. “Constant Differential Growth-Ratios and Their Significance.” Nature 114: 895–96.
Ikonen, V. P., S. Kellomäki, H. Väisänenet, and H. Peltola. 2006. “Modelling the Distribution of Diameter Growth Along the Stem in Scots Pine.” Treessf 20 (3): 391–402.
Jackson, R. B., J. Canadell, J. R. Ehleringer, H. A. Mooney, O. E. Sala, and E. D. Schulze. 1996. “A Global Analysis of Root Distributions for Terrestrial Biomes.” Oecologia 108 (3): 389–411.
Jacobs, M. W., and T. Cunia. 1980. “Use of Dummy Variables to Harmonize Tree Biomass Tables.” Canjfor 10: 483–90.
Johnson, F. A., and H. J. Hixon. 1952. “The Most Efficient Size and Shape of Plot to Use for Cruising in Old Growth Douglas-Fir Timber.” Jfor 50: 17–20.
Keller, Michael, Michael Palace, and George Hurtt. 2001. “Biomass Estimation in the Tapajos National Forest, Brazil. Examination of Sampling and Allometric Uncertainties.” Forecol 154 (3): 371–82.
Kelly, John F., and Roy C. Beltz. 1987. “A Comparison of Tree Volume Estimation Models for Forest Inventory.” Research Paper SO-233. New Orleans, LA, USA: U.S. Department of Agriculture, Forest Service, Southern Forest Experiment Station.
Ketterings, Q. M., R. Coe, M. van Noordwijk, Y. Ambagau, and C. A. Palm. 2001. “Reducing Uncertainty in the Use of Allometric Biomass Equations for Predicting Above-Ground Tree Biomass in Mixed Secondary Forests.” Forecol 146 (1-3): 199–209.
King, David A. 1996. “Allometry and Life History of Tropical Trees.” Jtropec 12: 25–44.
Knapic, S., J. L. Louzada, and H. Pereira. 2011. “Variation in Wood Density Components Within and Between Quercus Faginea Trees.” Canjfor 41 (6): 1212–9.
Kozak, A. 1970. “Methods for Ensuring Additivity of Biomass Components by Regression Analysis.” Forchron 46 (5): 402–5.
Lahti, T., and E. Ranta. 1985. “The SLOSS Principle and Conservation Practice: An Example.” Oikos 44 (2): 369–70.
Lanly, J. P. 1981. Manuel d’inventaire Forestier, Avec Références Particulières Aux Forêts Tropicales Hétérogènes. Études Fao.2em: Forêts 27. Rome, Italie: FAO.
Larson, Philip R. 1963. “Stem Form Development of Forest Trees.” For. Sci. Monog. 5: 1–42.
Lavorel, Sandra, and Eric Garnier. 2002. “Predicting Changes in Community Composition and Ecosystem Functioning from Plant Traits: Revisiting the Holy Grail.” Functecol 16: 545–56.
Lefsky, M. A., W. B. Cohen, D. J. Harding, G. G. Parker, S. A. Acker, and S. T. Gower. 2002. “Lidar Remote Sensing of Above-Ground Biomass in Three Biomes.” Global Ecol. Biogeogr. 11 (5): 393–99.
Levillain, J., A. Thongo M’Bou, P. Deleporte, L. Saint-André, and C. Jourdan. 2011. “Is the Simple Auger Coring Method Reliable for Below-Ground Standing Biomass Estimation in Eucalyptus Forest Plantations?” Annbot 108 (1): 221–30.
Li, Yuzhen, Hans Erik Andersen, and Robert McGaughey. 2008. “A Comparison of Statistical Methods for Estimating Forest Biomass from Light Detection and Ranging Data.” Westjappfor 23 (4): 223–31.
Loetsch, F., and K. E. Haller. 1973. Forest Inventory. Statistics of Forest Inventory and Information from Aerial Photographs. Vol. 1. Munchen: BLV Verlagsgesellschaft mbH.
Louppe, D., M’Bla Koua, and A. Coulibaly. 1994. “Tarifs de Cubage Pour Afzelia Africana Smith En Forêt de Badénou (Nord Côte d’Ivoire).” Côte d’Ivoire: Institut des Forêts (IDEFOR), département foresterie.
MacDicken, K. G. 1997. “A Guide to Monitoring Carbon Storage in Forestry and Agroforestry Projects.” Report of the Forest Carbon Monitoring Program. Arlington, VA, USA: Winrock Internationl Institute for Agricultural Development.
Magnus, Jan R., and Heinz Neudecker. 2007. Matrix Differential Calculus with Applications in Statistics and Econometrics. 3rd ed. Wiley Series in Probability and Statistics. Chichester, UK: John Wiley; Sons.
Magnussen, S., C. Kleinn, and N. Picard. 2008. “Two New Density Estimators for Distance Sampling.” Eur. J. For. Res. 127 (3): 213–24.
Magnussen, Steen, Nicolas Picard, and Christopher Kleinn. 2008. “A Gamma-Poisson Distribution of the Point to the \(k\) Nearest Event Distance.” Forsci 54 (4): 429–41.
Maguire, D. A., and J. L. F. Batista. 1996. “Sapwood Taper Models and Implied Sapwood Volume and Foliage Profiles for Coastal Douglas-Fir.” Canjfor 26: 849–63.
Maniatis, D., L. Saint-André, M. Temmerman, Y. Malhi, and H. Beeckman. 2011. “The Potential of Using Xylarium Wood Samples for Wood Density Calculations: A Comparison of Approaches for Volume Measurements.” iForest – Biogeosci. For. 4: 150–59.
Manning, Willard G., and John Mullahy. 2001. “Estimating Log Models: To Transform or Not to Transform?” J. Health Econ. 20: 461–94.
Martinez-Yrizar, A., J. Sarukhan, A. Perez-Jimenez, E. Rincon, J. M. Maass, A. Solis-Magallanes, and L. Cervantes. 1992. “Above-Ground Phytomass of a Tropical Deciduous Forest on the Coast of Jalisco, México.” Jtropec 8: 87–96.
Massart, P. 2007. Concentration Inequalities and Model Selection. École d’Été de Probabilités de Saint-Flour XXXIII – 2003. Lecture Notes in Mathematics 1896. Berlin Heidelberg: Springer-Verlag. http://www.math.u-psud.fr/~massart/stf2003_massart.pdf.
McCarthy, M. C., and B. J. Enquist. 2007. “Consistency Between an Allometric Approach and Optimal Partitioning Theory in Global Patterns of Plant Biomass Allocation.” Functecol 21 (4): 713–20.
McLachlan, G. J., and T. Krishnan. 2008. The EM Algorithm and Extensions. 2nd ed. Wiley Series in Probability and Statistics. Hoboken, NJ: John Wiley & Sons.
Meredieu, C., S. Perret, and P. Dreyfus. 2003. “Modelling Dominant Height Growth: Effect of Stand Density.” In Modelling Forest Systems. Proceedings of the IUFRO 4.01 and 4.11 Conference, Instituto Superior de Gestão and Instituto Superior de Agronomia, Sesimbra, Portugal, 2-5 June 2002, edited by A. Amaro, D. Reed, and P. Soares, 111–21. Wallingford, UK: CAB International Publishing.
Metcalf, C. Jessica E., James S. Clark, and Deborah A. Clark. 2009. “Tree Growth Inference and Prediction When the Point of Measurement Changes: Modelling Around Buttresses in Tropical Forests.” Jtropec 25 (1): 1–12.
Mokany, Karel, R. John Raison, and Anatoly S. Prokushkin. 2006. “Critical Analysis of Root : Shoot Ratios in Terrestrial Biomes.” Globchang 12 (1): 84–96.
Monreal, C. M., J. D. Etchevers, M. Acosta, C. Hidalgo, J. Padilla, R. M. López, L. Jiménez, and A. Velázquez. 2005. “A Method for Measuring Above- and Below-Ground C Stocks in Hillside Landscapes.” Can. J. Soil Sci. 85 (Special Issue): 523–30.
Muller, Keith E., and Paul W. Stewart. 2006. Linear Model Theory. Univariate, Multivariate and Mixed Models. Wiley Series in Probability and Statistics. Hoboken, NJ: John Wiley & Sons.
Muller-Landau, Helene C., Richard S. Condit, Jerome Chave, Sean C. Thomas, Stephanie A. Bohlman, Sarayudh Bunyavejchewin, Stuart Davies, et al. 2006. “Testing Metabolic Ecology Theory for Allometric Scaling of Tree Size, Growth and Mortality in Tropical Forests.” Ecollet 9 (5): 575–88.
Myers, R. H., and D. C. Montgomery. 2002. Response Surface Methodology: Process and Product Optimization Using Designed Experiments. Wiley Series in Probability and Statistics. New York, NY: Wiley.
Namaalwa, J., T. Eid, and P. Sankhayan. 2005. “A Multi-Species Density-Dependent Matrix Growth Model for the Dry Woodlands of Uganda.” Forecol 213 (1-3): 312–27.
Nelson, B. W., R. Mesquita, L. G. Pereira, J. S. Garcia Aquino de Souza, G. Teixeira Batista, and L. Bovino Couto. 1999. “Allometric Regressions for Improved Estimate of Secondary Forest Biomass in the Central Amazon.” Forecol 117 (1-3): 149–67.
Ngomanda, Alfred, Quentin Moundounga Mavouroulou, Nestor Laurier Engone Obiang, Donald Midoko Iponga, Jacques François Mavoungou, Nicaise Lépengué, Nicolas Picard, and Bertrand Mbatchi. 2012. “Derivation of Diameter Measurements for Buttressed Trees, an Example from Gabon.” Jtropec 28 (3): 299–302.
Nicolini, É., B. Chanson, and F. Bonne. 2001. “Stem Growth and Epicormic Branch Formation in Understorey Beech Trees (Fagus Sylvatica L.).” Annbot 87 (6): 737–50.
Nogueira, Euler Melo, Philip Martin Fearnside, Bruce Walker Nelson, Reinaldo Imbrozio Barbosa, and Edwin Willem Hermanus Keizer. 2008. “Estimates of Forest Biomass in the Brazilian Amazon: New Allometric Equations and Adjustments to Biomass from Wood-Volume Inventories.” Forecol 256 (11): 1853–67.
Nogueira, Euler Melo, Bruce Walker Nelson, and Philip M. Fearnside. 2006. “Volume and Biomass of Trees in Central Amazonia: Influence of Irregularly Shaped and Hollow Trunks.” Forecol 227 (1-2): 14–21.
Paine, C. E. Timothy, Toby R. Marthews, Deborah R. Vogt, Drew Purves, Mark Rees, Andy Hector, and Lindsay A. Turnbull. 2012. “How to Fit Nonlinear Plant Growth Models and Calculate Growth Rates: An Update for Ecologists.” Method. Ecol. Evol. 3 (2): 245–56.
Pardé, J. 1980. “Forest Biomass.” Forestry Abstracts 41 (8): 343–62.
Pardé, J., and J. Bouchon. 1988. Dendrométrie. 2nd ed. Nancy, France: ENGREF.
Parresol, B. R. 1993. “Modeling Multiplicative Error Variance: An Example Predicting Tree Diameter from Stump Dimensions in Baldcypress.” Forsci 39 (4): 670–79.
———. 1999. “Assessing Tree and Stand Biomass: A Review with Examples and Critical Comparisons.” Forsci 45 (4): 573–93.
———. 2001. “Additivity of Nonlinear Biomass Equations.” Canjfor 31 (5): 865–78.
Parresol, B. R., and C. E. Thomas. 1989. “A Density-Integral Approach to Estimating Stem Biomass.” Forecol 26: 285–97.
Patenaude, G., R. A. Hill, R. Milne, D. L. A. Gaveau, B. B. J. Briggs, and T. P. Dawson. 2004. “Quantifying Forest Above Ground Carbon Content Using LiDAR Remote Sensing.” Remote Sens. Environ. 93 (3): 368–80.
Pearson, T., and S. Brown. 2005. “Guide de Mesure et de Suivi Du Carbone Dans Les Forêts et Prairies Herbeuses.” Report. Arlington, VA, USA: Winrock International.
Peng, Changhui. 2000. “Growth and Yield Models for Uneven-Aged Stands: Past, Present and Future.” Forecol 132 (2-3): 259–79.
Perot, Thomas, François Goreaud, Christian Ginisty, and Jean Francois Dhôte. 2010. “A Model Bridging Distance-Dependent and Distance-Independent Tree Models to Simulate the Growth of Mixed Forests.” Afs 67 (5): 502.
Philippeau, G. 1986. “Comment Interpréter Les Résultats d’une Analyse En Composantes Principales.2em?” Manuel de Stat-ITCF. Paris: Institut Technique des Céréales et des Fourrages (ITCF).
Picard, N., and A. Bar-Hen. 2007. “Estimation of the Density of a Clustered Point Pattern Using a Distance Method.” Envecolstat 14 (4): 341–53.
Picard, N., and C. Favier. 2011. “A Point-Process Model for Variance-Occupancy-Abundance Relationships.” Amnat 178 (3): 383–96.
Picard, N., and A. Franc. 2001. “Aggregation of an Individual-Based Space-Dependent Model of Forest Dynamics into Distribution-Based and Space-Independent Models.” Ecolmod 145 (1): 69–84.
Picard, Nicolas, Matieu Henry, Frédéric Mortier, Carlo Trotta, and Laurent Saint-André. 2012. “Using Bayesian Model Averaging to Predict Tree Aboveground Biomass.” Forsci 58 (1): 15–23.
Picard, Nicolas, Yves Yalibanda, Salomon Namkosserena, and Fidèle Baya. 2008. “Estimating the Stock Recovery Rate Using Matrix Models.” Forecol 255 (10): 3597–3605.
Picard, N., A. M. Kouyaté, and H. Dessard. 2005. “Tree Density Estimations Using a Distance Method in Mali Savanna.” Forsci 51 (1): 7–18.
Picard, N., M. L. Sylla, and Y. Nouvellet. 2004. “Relationship Between Plot Size and the Variance of the Density Estimator in West African Savannas.” Canjfor 34 (10): 2018–26.
Ponce-Hernandez, R., P. Koohafkan, and J. Antoine. 2004. Assessing Carbon Stocks and Modelling Win-Win Scenarios of Carbon Sequestration Through Land-Use Changes. Rome: Food; Agriculture Organization of the United Nations (FAO).
Porté, A., and H. H. Bartelink. 2002. “Modelling Mixed Forest Growth: A Review of Models for Forest Management.” Ecolmod 150 (1-2): 141–88.
Press, William H., Saul A. Teukolsky, William T. Vetterling, and Brian P. Flannery. 2007. Numerical Recipes: The Art of Scientific Computing. 3rd ed. Cambridge, UK: Cambridge University Press.
Pretzsch, H. 2009. Forest Dynamics, Growth and Yield: From Measurement to Model. Berlin: Springer-Verlag.
Preßler, M. R. 1864. Das Gesetz Der Stammbildung. Leipzig, Germany: Arnoldische Buchhandlung.
Pukkala, T., E. Lähde, and O. Laiho. 2009. “Growth and Yieldmodels for Uneven-Sizedforest Stands in Finland.” Forecol 258 (3): 207–16.
Putz, Francis E. 1983. “Liana Biomass and Leaf Area of a “Tierra Firme" Forest in the Rio Negro Basin, Venezuela.” Biotropica 15 (3): 185–89.
Raftery, Adrian E., Tilmann Gneiting, Fadoua Balabdaoui, and Michael Polakowski. 2005. “Using Bayesian Model Averaging to Calibrate Forecast Ensembles.” Monthweath 133 (5): 1155–74.
R Core Team. 2020. R: A Language and Environment for Statistical Computing. Vienna, Austria: R Foundation for Statistical Computing. https://www.R-project.org/.
Reed, David D., and Edwin J. Green. 1985. “A Method of Forcing Additivity of Biomass Tables When Using Nonlinear Models.” Canjfor 15 (6): 1184–7.
Reinecke, L. H. 1933. “Perfecting a Stand-Density Index for Even-Aged Forests.” J. Agr. Res. 46 (7): 627–38.
Reyes, G., S. Brown, J. Chapman, and A. E. Lugo. 1992. “Wood Densities of Tropical Tree Species.” General Technical Report SO-88. New Orleans, Louisiana, USA: USDA Forest Service, Southern Forest Experiment Station. http://www.srs.fs.usda.gov/pubs/gtr/gtr_so088.
Rivoire, M., A. Genet, S. Didier, C. Nys, A. Legout, F. Longuetaud, E. Cornu, et al. 2009. “Protocole d’acquisition de Données Volume-Biomasse-Minéralomasse, Bure.” Rapport technique. Nancy, France: INRA.
Rösch, H., M. W. Van Rooyen, and G. K. Theron. 1997. “Predicting Competitive Interactions Between Pioneer Plant Species by Using Plant Traits.” Jveg 8: 489–94.
RStudio Team. 2020. RStudio: Integrated Development Environment for R. Boston, MA: RStudio, PBC. http://www.rstudio.com/.
Russell, C. 1983. “Nutrient Cycling and Productivity of Native and Plantation Forests at Jari Florestal, Para, Brazil.” PhD thesis, Athens, GA, USA: University of Georgia.
Rutishauser, E., F. Wagner, B. Herault, E. A. Nicolini, and L. Blanc. 2010. “Contrasting Above-Ground Biomass Balance in a Neotropical Rain Forest.” Jveg 21: 672–82.
Rykiel, Edward J. Jr. 1996. “Testing Ecological Models: The Meaning of Validation.” Ecolmod 90: 229–44.
Saatchi, S. S., R. A. Houghton, R. C. Dos Santos Alvalá, J. V. Soares, and Y. Yu. 2007. “Distribution of Aboveground Live Biomass in the Amazon Basin.” Globchang 13 (4): 816–37.
Saint-André, L., J. P. Laclau, J. P. Bouillet, P. Deleporte, A. Miabala, N. Ognouabi, H. Baillères, Y. Nouvellon, and R. Moukini. 2002. “Integrative Modelling Approach to Assess the Sustainability of the Eucalyptus Plantations in Congo.” In Connection Between Forest Resources and Wood Quality: Modelling Approaches and Simulation Software. Proceedings of the Fourth Workshop IUFRO S5.01.04, Harrison Hot Springs, British Columbia, Canada, September 8-15, 2002, edited by G. Nepveu, 611–21. IUFRO.
Saint-André, L., J. P. Laclau, P. Deleporte, J. Ranger, R. Gouma, A. Saya, and R. Joffre. 2002. “A Generic Model to Describe the Dynamics of Nutrient Concentrations Within Stemwood Across an Age Series of a Eucalyptus Hybrid.” Annbot 90 (1): 65–76.
Saint-André, L., J. P. Laclau, Deleporte P., J. L. Gava, J. L. M. Gonçalves, D. Mendham, J. D. Nzila, et al. 2008. “Slash and Litter Management Effects on Eucalyptus Productivity: A Synthesis Using a Growth and Yield Modelling Approach.” In Site Management and Productivity in Tropical Plantation Forests. Proceedings of Workshops in Piracicaba (Brazil) 22-26 November 2004 and Bogor (Indonesia) 6-9 November 2006, edited by E. K. S. Nambiar, 173–89. Bogor, Indonesia: CIFOR.
Saint-André, L., J. M. Leban, F. Houllier, and R. Daquitaine. 1999. “Comparaison de Deux Modèles de Profil de Tige et Validation Sur Un échantillon Indépendant. Application à L’épicéa Commun Dans Le Nord-Est de La France.” Afs 56 (2): 121–32.
Saint-André, L., A. Thongo M’Bou, A. Mabiala, W. Mouvondy, C. Jourdan, O. Roupsard, P. Deleporte, O. Hamel, and Y. Nouvellon. 2005. “Age-Related Equations for Above- and Below-Ground Biomass of a Eucalyptus Hybrid in Congo.” Forecol 205 (1-3): 199–214.
Saporta, G. 1990. Probabilités, Analyse Des Données et Statistique. Paris: Technip.
Savage, V. M., E. J. Deeds, and W. Fontana. 2008. “Sizing up Allometric Scaling Theory.” Ploscompbiol 4 (9): e1000171.
Schlaegel, B. E. 1982. “Testing, Reporting, and Using Biomass Estimation Models.” In Proceedings of the 3rd Annual Southern Forest Biomass Workshop, edited by C. A. Gresham, 95–112. Clemson, SC: Belle W. Baruch Forest Science Institute, Clemson University.
Schnitzer, Stefan A., Saara J. DeWalt, and Jérôme Chave. 2006. “Censusing and Measuring Lianas: A Quantitative Comparison of the Common Methods.” Biotropica 38 (5): 581–91.
Schnitzer, Stefan A., Suzanne Rutishauser, and Salomón Aguilar. 2008. “Supplemental Protocol for Liana Censuses.” Forecol 255: 1044–9.
Schreuder, H. T., S. G. Banyard, and G. E. Brink. 1987. “Comparison of Three Sampling Methods in Estimating Stand Parameters for a Tropical Forest.” Forecol 21 (1-2): 119–27.
Schreuder, H. T., T. G. Gregoire, and G. B. Wood. 1993. Sampling Methods for Multiressource Forest Inventory. New York, NY: Wiley & Sons.
Serfling, Robert J. 1980. Approximation Theorems of Mathematical Statistics. Wiley Series in Probability and Statistics. New York, NY: John Wiley & Sons.
Shaw, John D. 2006. “Reineke’s Stand Density Index: Where Are We and Where Do We Go from Here?” In Driving Changes in Forestry. Proceedings of the Society of American Foresters 2005 National Convention, October 19-23, 2005, Fort Worth, Texas, USA, 1–13. Bethesda, MD, USA: Society of American Foresters. http://www.fs.fed.us/rm/pubs_other/rmrs_2006_shaw_j006.pdf.
Shinozaki, K., K. Yoda, K. Hozumi, and T. Kira. 1964a. “A Quantitative Analysis of Plant Form - the Pipe Model Theory. I. Basic Analyses.” Japjecol 14: 97–104.
———. 1964b. “A Quantitative Analysis of Plant Form - the Pipe Model Theory. II. Further Evidence of the Theory and Its Application on Forest Ecology.” Japjecol 14: 133–39.
Shiver, B. D., and B. E. Borders. 1996. Sampling Techniques for Forest Ressource Inventory. New York, NY: Wiley & Sons.
Sillett, Stephen C., Robert Van Pelt, George W. Koch, Anthony R. Ambrose, Allyson L. Carroll, Marie E. Antoine, and Brett M. Mifsud. 2010. “Increasing Wood Production Through Old Age in Tall Trees.” Forecol 259 (5): 976–94.
Skovsgaard, J. P., and J. K. Vanclay. 2008. “Forest Site Productivity: A Review of the Evolution of Dendrometric Concepts for Even-Aged Stands.” Forestry 81 (1): 13–31.
Smith, R. L., C. Tebaldi, D. Nychka, and L. O. Mearns. 2009. “Bayesian Modeling of Uncertainty in Ensembles of Climate Models.” Jasa 104 (485): 97–116. http://www.stat.unc.edu/faculty/rs/papers/RLS_Papers.html.
Soares, P., and M . Tomé. 2002. “Height-Diameter Equation for First Rotation Eucalypt Plantations in Portugal.” Forecol 166 (1-3): 99–109.
St.-Onge, B., Y. Hu, and C. Vega. 2008. “Mapping the Height and Above-Ground Biomass of a Mixed Forest Using Lidar and Stereo Ikonos Images.” Int. J. Remote Sens. 29 (5): 1277–94.
Stoyan, D., and H. Stoyan. 1994. Fractals, Random Shapes and Point Fields. Chichester, UK: John Wiley & Sons.
Tateno, R., T. Hishi, and H. Takeda. 2004. “Above- and Belowground Biomass and Net Primary Production in a Cool-Temperate Deciduous Forest in Relation to Topographical Changes in Soil Nitrogen.” Forecol 193 (3): 297–306.
Taylor, J. M. G. 1986. “The Retransformed Mean After a Fitted Power Transformation.” Jasa 81: 114–18.
Tedeschi, Luis Orlindo. 2006. “Assessment of the Adequacy of Mathematical Models.” Agrsyst 89 (2-3): 225–47.
Thompson, S. K. 1992. Sampling. Wiley Series in Probability and Mathematical Statistics. New York, NY: John Wiley & Sons.
Thornley, J. H. 1972. “A Balanced Quantitative Model for Root: Shoot Ratios in Vegetative Plants.” Annbot 36 (2): 431–41.
Tomé, Margarida, Susana Barreiro, Joana A. Paulo, and José Tomé. 2006. “Age-Independent Difference Equations for Modelling Tree and Stand Growth.” Canjfor 36 (7): 1621–30.
Valinger, E. 1992. “Effects of Thinning and Nitrogen Fertilization on Stem Growth and Stem Form of Pinus Sylvestris Trees.” Scanjfor 7 (1-4): 219–28.
Vallet, Patrick, and Thomas Pérot. 2011. “Silver Fir Stand Productivity Is Enhanced When Mixed with Norway Spruce: Evidence Based on Large-Scale Inventory Data and a Generic Modelling Approach.” Jveg 22 (5): 932–42.
Vallet, P., J. F. Dhôte, G. Le Moguédec, M. Ravart, and G. Pignard. 2006. “Development of Total Aboveground Volume Equations for Seven Important Forest Tree Species in France.” Forecol 229 (1-3): 98–110.
Vanclay, J. K. 1994. Modelling Forest Growth and Yield – Applications to Mixed Tropical Forests. Wallingford, UK: CAB International Publishing.
———. 2009. “Tree Diameter, Height and Stocking in Even-Aged Forests.” Afs 66 (7): 702.
Van Pelt, Robert. 2001. Forest Giants of the Pacific Coast. Vancouver, Canada: Global Forest Society.
Verzelen, N., N. Picard, and S. Gourlet-Fleury. 2006. “Approximating Spatial Interactions in a Model of Forest Dynamics as a Means of Understanding Spatial Patterns.” Ecolcomp 3 (3): 209–18.
Violle, Cyrille, Marie Laure Navas, Denis Vile, Elena Kazakou, Claire Fortunel, Irène Hummel, and Eric Garnier. 2007. “Let the Concept of Trait Be Functional!” Oikos 116: 882–92.
Vries, P. G. de. 1986. Sampling Theory for Forest Inventory – a Teach-Yourself Course. Berlin: Springer-Verlag.
Wagner, Fabien, Ervan Rutishauser, Lilian Blanc, and Bruno Herault. 2010. “Effects of Plot Size and Census Interval on Descriptors of Forest Structure and Dynamics.” Biotropica 42 (6): 664–71.
Weiskittel, A. R., D. W. Hann, D. E. Hibbs, T. Y. Lam, and A. A. Bluhm. 2009. “Modeling Top Height Growth of Red Alder Plantations.” Forecol 258 (3): 323–31.
West, G. B., J. H. Brown, and B. J. Enquist. 1997. “A General Model for the Origin of Allometric Scaling Laws in Biology.” Science 276: 122–26.
———. 1999. “A General Model for the Structure and Allometry of Plant Vascular Systems.” Nature 400 (6745): 664–67.
West, P. W. 2009. Tree and Forest Measurement. 2nd ed. Berlin: Springer-Verlag.
White, John F., and Stephen Jay Gould. 1965. “Interpretation of the Coefficient in the Allometric Equation.” Amnat 99 (904): 5–18.
Whraton, E. H., and T. Cunia, eds. 1987. Estimating Tree Biomass Regressions and Their Error. Proceedings of the Workshop on Tree Biomass Regression Functions and Their Contribution to the Error of Forest Inventory Estimates, May 26–30, 1986, Syracuse, N.y. – Part E. General Technical Report NE-117. Broomall, PA, USA: USDA Forest Service, Northeastern Forest Experiment Station. http://216.48.37.142/pubs/ne/.
Xie, Yihui. 2020. Bookdown: Authoring Books and Technical Documents with R Markdown. https://github.com/rstudio/bookdown.
Yamakura, T., A. Hagihara, S. Sukardjo, and H. Ogawa. 1986. “Tree Size in a Mature Dipterocarp Forest Stand in Sebulu, East Kalimantan, Indonesia.” Southasia 23 (4): 452–78.
Zeide, B. 1980. “Plot Size Optimization.” Forsci 26 (2): 251–57.
Zianis, Dimitris, and Maurizio Mencuccini. 2004. “On Simplifying Allometric Analyses of Forest Biomass.” Forecol 187 (2-3): 311–32.
Zianis, Dimitris, Petteri Muukkonen, Raisa Mäkipää, and Maurizio Mencuccini. 2005. Biomass and Stem Volume Equations for Tree Species in Europe. Silva Fennica Monographs 4. Vantaa, Finland: The Finnish Society of Forest Science; The Finnish Forest Research Institute.