EvenAgedGrowthYieldBiblio.pdf © 2007, Timothy G. Gregoire, Yale University Last revised: January 2007 Bibliography Even-aged Growth and Yield (198 entries) 1. Frothingham, E. H. (1914) “Suitability of White Pine for Management.” U.S. Department of Agriculture, Bulletin No. 13: 1-70. 2. Sterrett, W. D. (1914) “Loblolly Pine Adapted to Forest Management.” U.S. Department of Agriculture, Bulletin No. 11: 1-58. 3. Frothingham, E. H. (1915) “The Eastern Hemlock.” U.S. Department of Agriculture, Bulletin No. 152: 1-43. 4. Larsen, L. T. and T. D. Woodbury. (1916) “Sugar Pine.” U.S. Department of Agriculture, Bulletin No. 426: 1-40. 5. Sterrett, W. D. (1921) “A Generalized Yield Table for Even-Aged Well-Stocked Stands of Southern Upland Hardwoods.” Journal of Forestry, 19: 382-389. 6. Bruce, D. (1923) “Anamorphosis and Its Use in Forest Graphics.” Journal of Forestry, 21: 773-783. 7. Bruce, D. (1926) “A Method of Preparing Timber-Yield Tables.” Journal of Agricultural Research, 32: 543-557. 8. Reineke, L. H. (1927) “A Modification of Bruce's Method of Preparing Timber-Yield Tables.” Journal of Agricultural Research, 35: 843-856. 9. McArdle, R. E and W.H. Meyer. (1930) “The Yield of Douglas Fir in the Pacific Northwest.” U.S. Department of Agriculture, Bulletin No. 201: 1-65. 10. Reineke, L. H. (1933) “Perfecting A Stand-Density Index for Even-Aged Forests.” Journal of Agricultural Research, 46: 627-638. 11. Osborne, J. G. and F. X. Schumacher. (1935) “The Construction of Normal-Yield and Stand Tables for Even-Aged Timber Stands.” Journal of Agricultural Research, 51: 547-564. 12. MacKinney, A. L. and F. X. Schumacher. (1937) “Construction of Yield Tables for Nonnormal Loblolly Pine Stands.” Journal of Agricultural Research, 51: 531-545. 13. Schnur, G. L. (1937) “Yield, Stand, and Volume Tables for Even-Aged Upland Oak Forests.” U.S. Department of Agriculture, Technical Bulletin No. 560: 1-87. EvenAgedGrowthYieldBiblio.doc © 2004, Timothy G. Gregoire, Yale University 14. Chaiken, L. E. (1939) “The Approach of Loblolly and Virginia Pine Stands Toward Normal Stocking.” Journal of Forestry, 37: 866-871. 15. Schumacher, F. X. (1939) “New Growth Curve and Its Application to Timber-Yield Studies.” Journal of Forestry, 37: 819-820. 16. Chisman, H. H. and F. X. Schumacher. (1940) “On the Tree-Area Ratio and Certain of Its Applications.” Journal of Forestry, 38: 311-317. 17. Wellwood, R. W. (1943) “Trend Towards Normality of Stocking for Second-Growth Loblolly Pine Stands.” Journal of Forestry, 41: 202-209. 18. Bickerstaff, A. (1946) “The Effect of Thinning Upon the Growth and Yield of Aspen Stands.” Silvicultural Research Note No. 80, Project P-19, Dominion Forest Service, Ottawa, Canada. 19. Westveld, M. (1953) “Empirical yield tables for Spruce-Fir cut-over lands in the northeast.” U.S.D.A. Forest Service, Station Paper No. 55, 64 pages. 20. Spurr, S.H. (1954) “Simplified computation of volume and growth.” Journal of Forestry, 52(12): 914-922. 21. Gingrich, S. F. and H. A. Meyer. (1955) “Construction of an Aerial Stand Volume Table for Upland Oak.” Forest Science, 1: 140-147. 22. Wenger, K. F., T. C. Evans, T. Lotti, R. W. Cooper, and E. V. Brender. (1958) “The Relation of Growth to Stand Density in Natural Loblolly Pine Stands.” U.S.D.A. Forest Service, Southeastern Forest Experiment Station Paper No. 97. 23. Gruschow, G. F. and T. C. Evans. (1959) “The Relation of Cubic-Foot Volume Growth To Stand Density in Young Slash Pine Stands.” Forest Science, 5: 49-55. 24. Smith, J. H. G. and J. W. Ker. (1959) “Empirical Yield Equations for Young Forest Growth.” British Columbia Lumberman, 43: 22-25. 25. Brender, E. V. (1960) “Growth Predictions for Natural Stands of Loblolly Pine in The Lower Piedmont.” Georgia Forest Research Council, Report No. 6. 26. Schumacher, F. X. and T. S. Coile. (1960) “Growth and Yields of Natural Stands of the Southern Pines.” T. C. Coile Inc., Durham, NC. 1-115 pp. 27. Buckman, R. E. (1961) “Development and Use of Three Stand Volume Equations for Minnesota.” Journal of Forestry, 59: 573-575. 28. Nelson, T. C., J. L. Clutter, and L. E. Chaiken. (1961) “Yield of Virginia Pine.” U.S.D.A. Forest Service, Southeastern Forest Experiment Station Paper No. 124. 2 EvenAgedGrowthYieldBiblio.doc © 2004, Timothy G. Gregoire, Yale University 29. Nelson, T. C., T. Lotti, E. V. Brender, and K. B. Trousdell. (1961) “Merchantable Cubic-Foot Volume Growth in Natural Loblolly Pine Stands.” U.S.D.A. Forest Service, Southeastern Forest Experiment Station Paper No. 127. 30. Buckman, R. E. (1962) “Growth and Yield of Red Pine in Minnesota.” U.S.D.A. Forest Service, Lake States Forest Experiment Station, Technical Bulletin No. 1272. 31. Lemmon, P. E. and F. X. Schumacher. (1962) “Volume and Diameter Growth of Ponderosa Pine Trees as Influenced by Site Index, Density, Age, and Size.” Forest Science, 8: 237-249. 32. Ralston, C.W. and C.F. Korstian. (1962) “Prediction of pulpwood yield of Loblolly and Shortleaf pine plantations.” Forest Science, 8(2): 149-162. 33. Clutter, J. L. (1963) “Compatible Growth and Yield Models for Loblolly Pine.” Forest Science, 9: 354-371. 34. Moessner, K.E. (1963) “Composite aerial volume tables for conifer stands in the mountain states.” U.S.D.A. Forest Service, Research Note INT-6, 4 pages. 35. Williamson, R. L. (1963) “Growth and Yield Records From Well-Stocked Stands of Douglas-Fir.” U.S.D.A. Forest Service, Pacific Northwest Forest and Range Experiment Station, Research paper PNW-4. 36. Dahms, W. G. (1964) “Gross and Net Yield Tables for Lodgepole Pine.” U.S.D.A. Forest Service, Pacific Northwest Forest and Range Experiment Station, Research paper PNW-8. 37. Dahms, W. G. (1966) “Relationship of Lodgepole Pine Volume Increment to Crown Competition Factor, Basal Area, and Site Index.” Forest Science, 12: 74-82. 38. Curtis, R. O. (1967) “A Method of Estimation of Gross Yield of Douglas-fir.” Forest Science Monograph, 13: 1-24. 39. Bennett, F. A. and J. L. Clutter. (1968) “Multiple-Product Yield Estimates for Unthinned Slash Pine Plantations--Pulpwood, Sawtimber, Gum.” U.S.D.A. Forest Service, Southeastern Forest Experiment Station, Research Paper SE-35. 40. Bennett, F. A. (1969) “Design Difficulties in Stand Density Studies.” U.S.D.A. Forest Service, Southeastern Forest Experiment Station, Research Paper SE-111. 41. Bruce, D. (1969) “Potential Production in Thinned Douglas-fir Plantations.” U.S.D.A. Forest Service, Research Paper PNW-87. 3 EvenAgedGrowthYieldBiblio.doc © 2004, Timothy G. Gregoire, Yale University 42. Bennett, F. A. (1970) “Yields and Stand Structural Patterns for Old-Field Plantations of Slash Pine.” U.S.D.A. Forest Service, Southwestern Forest Experiment Station, Research Paper SE-60. 43. Bennett, F. A. (1970) “Variable-Density Yield Tables for Managed Stands of Natural Slash Pine.” U.S.D.A. Forest Service, Southeastern Forest Experiment Station, Research Note SE-141. 44. Brender, E. V. and J. L. Clutter. (1970) “Yield of Even-Aged, Natural Stands of Loblolly Pine.” Georgia Forest Research Council, Report No. 23. 45. Curtis, R. O. (1970) “Yield Tables Past and Present.” Journal of Forestry, 70: 28-32. 46. Furnival, G. M. and R. W. Wilson, Jr. (1971) “Systems of Equations for Predicting Forest Growth and Yield.” In: Statistical Ecology, Volume 3: Many species Populations, Ecosystems, and Systems Analysis (G. P. Patil, E. C. Pielou, W. E. Waters, Eds.), Penn State University Press, pp. 43-57. 47. Lenhart, J. D. and J. L. Clutter. (1971) “Cubic-Foot Yield Tables for Old-Field Loblolly Pine Plantations in the Georgia Piedmont.” Georgia Forest Research Council, Report No. 22 - Series 3. 48. Sullivan, A. D. and J. L. Clutter. (1972) “A Simultaneous Growth and Yield Model for Loblolly Pine.” Forest Science, 18: 76-86. 49. Pienaar, L. V. and K. J. Turnbull. (1973) “The Chapman-Richards Generalization of Von Bertalanffy's Growth Model for Basal Area Growth and Yield in Even-Aged Stands.” Forest Science, 19: 2-22. 50. Bruce, D. and D. J. DeMars. (1974) “Volume Equations for Second-Growth DouglasFir.” U.S.D.A. Forest Service, Research Note PNW-239. 51. Clutter, J. L. and B. J. Allison. (1974) “A Growth and Yield Model for Pinus Radiata in New Zealand.” In: Proc. Growth Models for Tree and Stand Simulation (J. Fries, Ed.). Department of Forest Resarch, Research Notes 30, Royal College of Forestry, Stockholm, Sweden. 52. Williston, H. L. (1975) “Selected Bibliography on Growth and Yield of the Four Major Southern Pines.” U.S.D.A. Forest Service, Southern Area, State and Private Forestry. Pages 1-27. 53. Evert, F. (1976) “Compatible systems for the estimation of tree and stand volume.” The Forestry Chronicle, 52: 15-16. 4 EvenAgedGrowthYieldBiblio.doc © 2004, Timothy G. Gregoire, Yale University 54. Bruce, D. (1977) “Yield Differences Between Research Plots and Managed Forests.” Journal of Forestry, 75: 14-17. 55. Bruce, D., D. J. DeMars, and D. L. Reukema. (1977) “Douglas-Fir Managed Yield Simulator -- DFIT User's Guide.” U.S.D.A. Forest Service, Pacific Northwest Forest and Range Experiment Station, Technical Report PNW-57. 56. Reukema, D. L. and D. Bruce. (1977) “Effects of Thinning on Yield of Douglas-Fir: Concepts and Some Estimates Obtained by Simulation.” U.S.D.A. Forest Service, Pacific Northwest Forest and Range Experiment Station, Technical Report PNW-58. 57. Sullivan, A. D. and H. L. Williston. (1977) “Growth and Yield of Thinned Loblolly Pine Plantations in Loessial Soil Areas.” U.S.D.A. Forest Service, Mississippi Agricultural and Forestry Experiment Station, Technical Bulletin 86. 58. Bennett, F. A., F. T. Lloyd, B. F. Swindel, and E. W. Whitehorne. (1978) “Yields of Veneer and Associated Products from Unthinned, Old-Field Plantations of Slash Pine in the North Florida and South Georgia Flatwoods.” U.S.D.A. Forest Service, Southeastern Forest Experiment Station, Research Paper SE-176. 59. Ferguson, I. S. and J. W. Leech. (1978) “Generalized Least Squares Estimation of Yield Functions.” Forest Science, 24: 27-42. 60. Oliver, W. W. and R. F. Powers. (1978) “Growth Models for Ponderosa Pine: I. Yield of unthinned plantations in northern California.” U.S.D.A. Forest Service, Pacific Southwest Forest and Range Experiment Station, Research Paper PSW-133. 61. Arner, S. L. and D. W. Seegrist. (1979) “A Computer Program for the Maximum Likelihood Estimator of the General Multivariate Linear Model with Correlated Errors.” U.S.D.A. Forest Service, Northeastern Forest Experiment Station, Technical Report NE-51. 62. Burkhart, H. E. (1979) “Growth and Yield of Southern Pines -- State of the Art.” Presented at the Southern Forest Economists Workshop, Chapel Hill, North Carolina. Pages 1-11. 63. Craft, E. P. and J. E. Baumgras. (1979) “Weight and Volume Yields from Thinning Two Oak-Hickory Stands.” U.S.D.A. Forest Service, Northeastern Forest Experiment Station, Research paper NE-448. 64. Cochran, P. H. (1979) “Gross Yields for Even-Aged Stands of Douglas-fir and White or Grand Fir East of the Cascades in Oregon and Washington.” U.S.D.A. Forest Service, Pacific Northwest Forest and Range Experiment Station, Research paper PNW-263. 5 EvenAgedGrowthYieldBiblio.doc © 2004, Timothy G. Gregoire, Yale University 65. Farrar, R. M., Jr. (1979) “Growth and Yield Predictions for Thinned Stands of Evenaged Natural Longleaf Pine.” U.S.D.A. Forest Service, Southern Forest Experiment Station, Research Paper SO-156. 66. Farrar, R. M., Jr. (1979) “Status of Growth and Yield Information in the South.” Southern Journal of Applied Forestry, 3: 132-137. 67. Murphy, P. A. and H. S. Sternitzke. (1979) “Growth and Yield Estimation for Loblolly Pine in the West Gulf.” U.S.D.A. Forest Service, Southern Forest Experiment Station, Research Paper SO-154. 68. Schreuder, H. T., W. L. Hafley, and F. A. Bennett. (1979) “Yield Prediction for Unthinned Natural Slash Pine Stands.” Forest Science, 25: 25-30. 69. Arner, S.L. and D.W. Seegrist. (1980) "Missing: A Computer Program for the Maximum Likelihood Estimates of the Parameters of the Multivariate Linear Model with Incomplete Measurements.” U.S.D.A. Forest Service, Northeastern Forest Experiment Station, Research Paper NE-56. 70. Bennett, F. A. (1980) “Growth and Yield in Natural Stands of Slash Pine and Suggested Management Alternatives.” U.S.D.A. Forest Service, Southeastern Forest Experiment Station, Research Paper SE-211. 71. Burton, J. D. (1980) “Growth and Yield in Managed Natural Stands of Loblolly and Shortleaf Pine in the West Gulf Coastal Plain.” U.S.D.A. Forest Service, Southern Forest Experiment Station, Research Paper SO-159. 72. Clutter, J. L. and E. P. Jones, Jr. (1980) “Prediction of Growth after Thinning in OldField Slash Pine Plantations.” U.S.D.A. Forest Service, Research Paper SE-217. 73. Ek, A. R. and A. Dudek. (1980) “Development of Individual Tree Based Stand Growth Simulators: Progress and Applications.” Department of Forest Resources, Staff Paper Series Number 20, pages 1-25. 74. Moser, J. W., Jr. (1980) “Historical Chapters in the Development of Modern Forest Growth and Yield Theory.” 75. Burkhart, H. E., Q. V. Cao, and K. D. Ware. (1981) “A Comparison of Growth and Yield Prediction Models for Loblolly Pine.” VPI & SU, School of Forestry and Wildlife Resources, Publication No. FWS-2-81. 76. Curtis, R. O. (1981) “Yield Tables Past and Present.” In: Forestry Predictive Models: Problems in Application (D.C. LeMaster, D. M. Baumgartner, and R. C. Chapman, eds.), pages 3-8. 6 EvenAgedGrowthYieldBiblio.doc © 2004, Timothy G. Gregoire, Yale University 77. Curtis, R. O., G. W. Clendenen, and D. J. DeMars. (1981) “A New Stand Simulator for Coast Douglas-fir: DFSIM User's Guide.” U.S.D.A. Forest Service, Pacific Northwest Forest and Range Experiment Station, General Technical Report PNW128. 78. Davis, A. W. and P. W. West. (1981) “Remarks on Generalized Least Squares Estimation of Yield Functions by I. S. Ferguson and J. W. Leech.” Forest Science, 27: 233-239. 79. Ek, A. R. and R. A. Monserud. (1981) “Methodology for Modeling Forest Stand Dynamics.” In: Forestry Predictive Models: Problems in Application (D.C. LeMaster, D. M. Baumgartner, and R. C. Chapman, eds.), pages 19-31. 80. Leech, J. W. and I. S. Ferguson. (1981) “Comparison of Yield Models for Unthinned Stands of Radiata Pine.” Australian Forest Research, 11: 231-245. 81. Murphy, P. A. and R. C. Beltz. (1981) “Growth and Yield of Shortleaf Pine In the West Gulf Region.” U.S.D.A. Forest Service, Southern Forest Experiment Station, Research Paper SO-169. 82. West, P. W. (1981) “Simulation of Diameter Growth and Mortality in Regrowth Eucalypt Forest of Southern Tasmania.” Forest Science, 27: 603-616. 83. Baker, J.B. and P. A. Murphy. (1982) “Growth and Yield Following Four Reproduction Cutting Methods in Loblolly-Shortleaf Pine Stands-A Case Study.” South. J. Appl. For., 6: 66-74. 84. Burkhart, H. E. (1982) “Predicting Growth and Yield: Alternative Approaches and Their Applications.” In: 31st Annual Forestry Symposium, Predicting Growth and Yield in the Mid-South (J. E. Hotvedt and B. D. Jackson, eds.), pages 11-22. 85. Hann, D. W. and K. Riitters. (1982) “A Key to the Literature on Forest Growth and Yield in the Pacific Northwest: 1910-1981.” Oregon State University Forest Research Lab, Research Bulletin 39. 86. Hafley, W. L., W. D. Smith, and M. A. Buford. (1982) “A New Yield Prediction Model for Unthinned Loblolly Pine Plantations.” Southern Forest Research Center, School of Forest Resources, North Carolina State University, Technical Report No. 1. 87. Murphy, P. A. and R. M. Farrar. (1982) “Interim Models for Basal Area and Volume Projection of Uneven-Aged Loblolly-Shortleaf Pine Stands.” South. J. Appl. For., 6: 115-119. 7 EvenAgedGrowthYieldBiblio.doc © 2004, Timothy G. Gregoire, Yale University 88. Nautiyal, J. C. and L. Couto. (1982) “The use of production-function analysis in forest management: eucalypts in Brazil, a case study.” Canadian Journal of Forest Research, 12: 452-458. 89. Sadiq, R. A. (1982) “Estimation of stand basal area growth and yield with a reverse logistic function.” Canadian Journal of Forest Research, 13: 289-297. 90. Seegrist, D. W. and S. L. Arner. (1982) “Variable Density Growth and Yield Models for Spruce and Fir in Maine.” U.S.D.A. Forest Service, Northeastern Forest Experiment Station. 91. Bailey, R. L. and K. D. Ware. (1983) “Erratum: Compatible basal-area growth and yield model for thinned and unthinned stands.” Canadian Journal of Forest Research, 13: 563-571. 92. Baldwin, V. C., Jr. and J. R. Saucier. (1983) “Aboveground Weight and Volume of Unthinned, Planted Longleaf Pine on West Gulf Forest Sites.” U.S.D.A. Forest Service, Southern Forest Experiment Station, Research Paper SO-191. 93. Murphy, P. A. (1983) “Merchantable and Sawtimber Volumes for Natural Even-Aged Stands of Loblolly Pine in the West Gulf Region.” U.S.D.A. Forest Service, Southern Forest Experiment Station, Research Paper SO-194. 94. Murphy, P. A. (1983) “A Nonlinear Timber Yield Equation System for Loblolly Pine.” Forest Science, 29: 582-591. 95. Smith, V. G. (1983) “Compatible Basal Area Growth and Yield Models Consistent With Forest Growth Theory.” Forest Science, 29: 279-288. 96. Burkhart, H. E. and P. T. Sprinz. (1984) “A Model for Assessing Hardwood Competition Effects on Yields of Loblolly Pine Plantations.” VPI & SU, School of Forestry and Wildlife Resources, Publication No. FWS-3-84. 97. Burkhart, H.E. and P.T. Sprinz. (1984) “Compatible cubic volume and basal area projection equations for thinned old-field Loblolly pine plantations.” Forest Science, 30(1): 86-93. 98. Chang, S. J. (1984) “A simple production function model for variable density growth and yield modeling.” Canadian Journal of Forest Research, 14: 783-788. 99. Clutter, J. L., W. R. Harms, G. H. Brister, and J. W. Rheney. (1984) “Stand Structure and Yields of Site-Prepared Loblolly Pine Plantations in the Lower Coastal Plain of the Carolinas, Georgia, and North Florida.” U.S.D.A. Forest Service, General Technical Report SE-27. 8 EvenAgedGrowthYieldBiblio.doc © 2004, Timothy G. Gregoire, Yale University 100. Garcia, O. (1984) “New Class of Growth Models for Even-Aged Stands: Pinus Radiata in Golden Downs Forest.” New Zealand Journal of Forestry Science, 14: 65-88. 101. Hahn, J. T. and J. M. Steiman. (1984) “Empirical Yield Tables for Michigan.” U.S.D.A. Forest Service, North Central Forest Experiment Station, General Technical Report NC-96. 102. McClure, J. P. and H.A. Knight. (1984) “Empirical Yields of Timber and Forest Biomass in the Southeast.” U.S.D.A. Forest Service, Southeastern Forest Experiment Station, Research Paper SE-245. 103. Pienaar, L. V. and B. D. Shiver. (1984) “An Analysis and Models of Basal Area Growth in 45-Year-Old Unthinned and Thinned Slash Pine Plantation Plots. Forest Science, 30: 933-942. 104. Sloboda, B. (1984) “Possibilities of Mathematicaly Predicting Timber Production in Commercial Forests.” Bulletin of the Nagoya University Forests, No. 7, pp. 261279. 105. West, P. W.,D. A. Ratkowsky, and A. W. Davis. (1984) “Problems of Hypothesis Testing of Regressions with Multiple Measurements From Individual Sampling Units.” Forest Ecology and Management, 7: 207-224. 106. Bailey, R. L., G. E. Grider, J.W. Rheney, and L. V. Pienaar. (1985) “Stand Structure and Yields for Site-Prepared Loblolly Pine Plantations in the Piedmont and Upper Coastal Plain of Alabama, Georgia, and South Carolina.” University of Georgia, College of Agriculture Experiment Stations, Research Bulletin 328. 107. Burkhart, H. E., D. C. Cloeren, and R. L. Amateis. (1985) “Yield Relationships in Unthinned Loblolly Pine Plantations on Cutover, Site-Prepared Lands.” Southern Journal of Applied Forestry, 9: 84-90. 108. Dale, V. H., T. W. Doyle, and H. H. Shugart. (1985) “A Comparison of Tree Growth Models.” Ecological Modeling, 29: 145-169. 109. Farrar, R. M., Jr. (1985) “Volume and Growth Predictions for Thinned Even-Aged Natural Longleaf Pine Stands in the East Gulf Area.” U.S.D.A. Forest Service, Southern Forest Experiment Station, Research Paper SO-220. 110. Pienaar, L. V., B. d. Shiver, and G. E. Grider. (1985) “Predicting Basal Area Growth in Thinned Slash Pine Plantations.” Forest Science, 31: 731-741. 111. Ritchie, M. W. and D. W. Hann. (1985) “Equations for Predicting Basal Area Increment in Douglas-fir and Grand Fir.” Oregon State University, Forest Research Lab, Research Bulletin 51. 9 EvenAgedGrowthYieldBiblio.doc © 2004, Timothy G. Gregoire, Yale University 112. Sadiq, R. A. (1985) “Comparison of Some Basal Area Growth and Yield Functions.” Journal of Tree Science, 4: 1-12. 113. Wensel, L. C. and T. A. Robards. (1985) “Revised parameter estimates for CACTOS growth models.” University of California, Northern California Forest Yield Cooperative, Research Note No. 23. 114. Woollons, R. C. and W. J. Hayward. (1985) “Revision of a Growth and Yield Model for Radiata Pine in New Zealand.” Forest Ecology and Management, 11: 191-202. 115. Benjamin, L.R. and R.C. Hardwick. (1986) “Sources of Variation and Measures of Variability in Even-aged Stands of Plants.” Annals of Botany, 58: 757-778. 116. Borders, B. E. and R. L. Bailey. (1986) “A Compatible System of Growth and Yield Equations for Slash Pine Fitted with Restricted Three-Stage Last Squares.” Forest Science, 32: 185-201. 117. Farrar, R. M., Jr. and P. A. Murphy. (1986) “In Search of an Improved Sawtimber Stand Volume Function. In: Fourth Biennial Southern Silvicultureal Research Conference.” U.S.D.A. Forest Service, General Technical Report SE-42. 118. Farrar, R. M., Jr., P. A. Murphy, and T. G. Matney. (1986) “Predicting Growth and Yield in Natural Southern Timber Stands.” The Compiler, 3: 15-33. 119. Knoebel, B.R., H.E. Burkhart, and D.E. Beck. (1986) “A growth and yield model for thinned stands of Yellow-poplar.” Supplement to: Forest Science, 32(2): 62 pages. 120. Pienaar, L. V. and B. D. Shiver. (1986) “Basal Area Prediction and Projection Equations for Pine Plantations.” Forest Science, 32: 626-633. 121. Sadiqu, R. a. and A. F. Beckwith. (1986) “Modified Australian Stand Growth Formula for Managed Plantations.” Australian Forest Research, 16: 301-312. 122. Smith, W. D. and W. L. Hafley. (1986) “Evaluation of a Loblolly Pine Plantation Thinning Model.” Southern Journal of Applied Forestry, 10: 52-63. 123. West, P. W., A. W. Davis, and D. A. Ratkowsky. (1986) “Approaches to Regression Analysis with Multiple Measurements from Individual Sampling Units.” Journal of Statistical Computation and Simulation, 26: 149-175. 124. Baldwin, V. C., Jr. and D. P. Feduccia. (1987) “Loblolly Pine Growth and Yield Prediction for Managed West Gulf Plantations.” U.S.D.A. Forest Service, Southern Forest Experiment Station, Research Paper SO-236. 10 EvenAgedGrowthYieldBiblio.doc © 2004, Timothy G. Gregoire, Yale University 125. Baldwin, V. C., Jr., D. P. Feduccia, and J. D. Haywood. (1988) “Postthinning growth and yield of row-thinned and selectively thinned loblolly and slash pine plantations.” Canadian Journal of Forest Research, 19: 247-256. 126. Daniels, R. F. and H. E. Burkhart. (1988) “An Integrated System of Forest Stand Models.” Forest Ecology and Management, 23: 159-177. 127. Garcia, O. (1988) “Growth Modelling - a (Re)view.” New Zealand Forestry, 33: 1417. 128. Pukkala, T. and T. Kolström. (1988) “Simulation of the Development of Norway Spruce Stands using a Transition Matrix.” Forest Ecology and Management, 25: 255-267. 129. Stage, A. R., D. L. Renner, and R. C. Chapman. (1988) “Selected Yield Tables for Plantations and Natural Stands in Inland Northwest Forests.” U.S.D.A. Forest Service, Intermountain Research Station, Research Paper INT-394. 130. Bailey, R. L., T. M. Burgan, and E. J. Jokela. (1989) “Fertilized Midrotation-Aged Slash Pine Plantations - Stand Structure and Yield Prediction Models.” Southern Journal of Applied Forestry, 13: 76-80. 131. Borders, B.E. (1989) “Systems of Equations in Forest Stand Models.” Forest Science, 35(2): 548-556. 132. Borders, B. E. and W. M. Harrison. (1989) “Comparison of Slash Pine and Loblolly Pine Performance on Cutover site-Prepared Sites in the Coastal Plain of Georgia and Florida.” Southern Journal of Applied Forestry, 13: 204-207. 133. Candy, S.G. (1989) “Growth and yield models for Pinus radiata in Tasmania.” New Zealand Journal of Forestry Science, 19(1): 112-133. 134. Sloboda, B. and J. Pfreundt. (1989) “Tree and stand growth.” Prepared for presentation at IUFRO-meeting (S4.01) in Vienna, Sept. 17-22. 135. Bruce, D. (1990) “Development of Empirical Forest Growth Models.” In: Process Modelling of Forest Growth Responses To Environmental Stress (R. K. Dixon, R. S. Meldahl, G. A. Ruark, and W. G. Warren, eds.). Timber Press, Portland, OR. pp. 191-199. 136. Murray, M.D. and C.A. Harrington. (1990) “Yield comparison of three Douglas-fir plantations on former farmland in western Washington.” WJAF, 5(4): 123-126. 137. Pienaar, L. V., W. M. Harrison, and J. W. Rheney. (1990) “Volume, Weight and Yield Tables for Slash Pine Plantations in The Southeastern Coastal Plain.” Research Division Georgia Forestry Commission, Georgia Forest Research paper No. 78. 11 EvenAgedGrowthYieldBiblio.doc © 2004, Timothy G. Gregoire, Yale University 138. Shiver, B. D. and G. H. Brister. (1990) “Tree and Stand Volume Functions for Eucalyptus Saligna in Western Kenya.” In: Proc. Research in Forest Mensuration, Growth and Yield. School of Forestry and Wildlife Resources, Virginia Polytechnic Institute and State University, Publ. No. FWS-2-90 (H. E. Burkhart, Ed.) 5-11 August 1990, Montreal, Canada. 139. Walters, D. K., A. R. Ek, and D. Czysz. (1990) “Construction of Variable-Density Empirical Yield Equations from Forest Management Inventory Data.” Northern Journal of Applied Forestry, 7: 110-113. 140. Whyte, A. G. D. and R. C. Woollons. (1990) “Modelling stand growth of radiata pine thinned to varying densities.” Canadian Journal of Forest Research, 20: 1069-1076. 141. Buford, M.A. (1991) “Performance of four yield models for predicting stand dynamics of a 30-year-old Loblolly pine (Pinus taeda L.) spacing study.” Forest Ecology and Management, 46: 23-38. 142. Lappi, J. (1991) “Calibration of Height and Volume Equations with Random Parameters.” Forest Science, 37: 781-801. 143. Lime, S. D., D. K. Walters, and A. R. Ek. (1991) “GIP Software for Implementing Stand Level Growth and Yield Equations.” The Compiler, 9:36-42. 144. Seymour, R. S. and R. C. Lemin, Jr. (1991) “Empirical Yields of Commercial Tree Species in Maine.” University of Maine, College of Forest Resources, Maine Agricultural Experiment Station, Miscellaneous Report 361. 145. Somer, G. L. and R. M. Farrar, Jr. (1991) “Biomathematical Growth Equations for Natural Longleaf Pine Stands.” Forest Science, 37: 227-244. 146. Stage, A.R. (1991) “Statistical procedures for disaggregation applicable to modeling climatic effects on forest growth.” U.S.D.A. Forest Service Research Note, INT395, 6 pages. 147. Walters, D. K. and A. Ek. (1991) “GIP: Growth Implementation Package and things to come.” In: Forestry Futures, Proceedings of Midwestern Forest Mensurations, Great Lakes Forest Growth and Yield Cooperative, and the Forestry Canada Modeling Working Group Joint Workshop, Sault Ste. Marie, Ontario. 148. Nigh, G. D. and V. G. Smith. (1992) “A Geometric Approach to Modelling Stand Volume.” University of Toronto (unpublished). 149. Payandeh, B., M. Punch, and D. Basham. (1992) “User's Manual for "Plant-PC": A Model for Forest Plantation Establishment in Ontario.” Canada-Ontario Forest Resource Development Agreement, COFRDA Report 3319, Forestry Canada, 54 pp. 12 EvenAgedGrowthYieldBiblio.doc © 2004, Timothy G. Gregoire, Yale University 150. Saramäki, J. (1992) “A Growth and Yield Prediction Model of Pinus Kesiya (Royle Ex Gordon) in Zambia.” The Society of Forestry in Finland, The Finnish Forest Research Institute, Acta Forestalia Fennica 230. 151. Walters, D. K. and A. R. Ek. (1992) “Whole Stand Equations of Yield and Density for Mixed Species Stands Developed from Forest Inventory and Analysis Data.” (Unpublished). 152. Baldwin, Jr., V.C., H.E. Burkhart, P.M. Dougherty, and R.O. Teskey. (1993) “Using a growth and yield model (PTAEDA2) as a driver for a biological process model (MAESTRO).” U.S.D.A. Forest Service, Research Paper SO-276, 9 pages. 153. Hynynen, J. (1993) “Self-thinning Models for Even-aged Stands of Pinus sylvestris, Picea abies and Betula pendula.” Scandinavian Journal of Forest Research, 8: 326336. 154. Rustagi, K. P. (1993) “Growth and Yield Estimation Using Temporary Variable Plots.” In: Growth and Yield Estimation from Successive Forest Inventories Proceedings (J. K. Vanclay, J. P. Skorsgaard, G. Z. Gertner, Eds.). 155. So/rensen, V. K. (1993) “Comparison of an empiric and a prognostic yield table for Grand fir (Abies grandis (Dougl.) Lindley) in Denmark.” 156. Stage, A. R., N. L. Crookston and R. A. Monserud. (1993) “An aggregation algorithm for increasing the efficiency of population models.” Ecological Modelling, 68: 257271. 157. Pienaar. L. V. and J. W. Rheney. (1993) “Yield Prediction for Mechanically SitePrepared Slash Pine Plantations in the Southeastern Coastal Plain.” Southern Journal of Applied Forestry, 17: 163-173. 158. Walters, D. K. and A. R. Ek. (1993) “Whole Stand Yield and Density Equations for Fourteen Forest Types in Minnesota.” Northern Journal of Applied Forestry, 10: 75-85. 159. Zhang, L., J. A. Moore, and J. D. Newberry. (1993) “Disaggregating Stand Volume Growth to Individual Trees.” Forest Science, 39: 295-308. 160. Zhang, L., J. A. Moore, and J. D. Newberry. (1993) “A Whole-Stand Growth and Yield Model for Interior Douglas-Fir.” Western Journal of Applied Forestry, 8: 120-125. 161. Amateis, R.L. (1994) “An approach to developing process-oriented growth and yield models.” Forest Ecology and Management, 69: 7-20. 13 EvenAgedGrowthYieldBiblio.doc © 2004, Timothy G. Gregoire, Yale University 162. Curtis, R.O. (1994) “Some simulation estimates of mean annual increment of Douglasfir: results, limitations, and implications for management.” U.S.D.A. Forest Service, Research Paper PNW-RP-471, 27 pages. 163. Dhote, J.F. (1994) “Hypotheses about competition for light and water in even-aged common beech (Fagus silvatica L.).” Forest Ecology and Management, 69: 219232. 164. Erickson, G.W. (1994) “Growth and yield of noncommercially thinned black spruce in Northern Minnesota.” U.S.D.A. Forest Service, Research Note NC-364, 4 pages. 165. Hasenauer, H., H. E. Burkhart, and H. Sterba. (1994) “Variation in Potential Volume Yield of Loblolly Pine Plantations.” Forest Science, 40: 162-176. 166. Amateis, R.L., P.J. Radtke, and H.E. Burkhart. (1995) “TAUYIELD: A stand-level growth and yield model for thinned and unthinned Loblolly pine plantations.” Loblolly Pine Growth and Yield Research Cooperative, Report #82, 38 pages. 167. Hynynen, J. (1995) “Predicting the growth response to thinning for Scots pine stands using individual-tree growth models.” Silva Fennica, 29(3): 225-246. 168. Amateis, R.L., P.J. Radtke, and H.E. Burkhart. (1996) “Growth and yield of thinned and unthinned plantations.” Journal of Forestry, 94(12): 19-23. 169. Candy, S.G. (1996) “Growth and yield models for Eucalyptus nitens plantations in Tasmania and New Zealand.” Forests and Forest Industry Council, steve.candy@forestry.tas.gov.au. 170. Lenhart, J.D. (1996) “Total and partial stand-level yield prediction for Loblolly and Slash pine plantations in east Texas.” South. J. App. For., 20(1): 36-41. 171. Murphy, P.A. and M.G. Shelton. (1996) “An individual-tree based area growth model for Loblolly pine stands.” Can. J. For. Res., 26: 327-331. 172. Shortt, J.S. and H.E. Burkhart. (1996) “A comparison of Loblolly pine plantation growth and yield models for inventory updating.” South. J. App. For., 20(1): 15-22. 173. Zhang, S., H.E. Burkhart, and R.L. Amateis. (1996) “Modeling individual tree growth for juvenile Loblolly pine plantations.” Forest Ecology and Management, 89: 157172. 174. Hasenauer, H., H.E. Burkhart, and R.L. Amateis. (1997) “Basal area development in thinned and unthinned Loblolly pine plantations.” Can. J. For. Res., 27: 265-271. 175. Zhang, S. R.L. Amateis, and H.E. Burkhart. (1997) “Constraining individual tree 14 EvenAgedGrowthYieldBiblio.doc © 2004, Timothy G. Gregoire, Yale University diameter increment and survival models for Loblolly pine plantations.” Forest Science, 43(3): 414-423. 176. Cochran, P.H. and J.W. Barrett. (1998) “Thirty-five-year growth of thinned and unthinned Ponderosa pine plantations in the Methow Valley of Northern Washington.” U.S.D.A. Forest Service, Research Paper PNW-RP-502, 24 pages. 177. Pretzsch, H. (1998) “Models for pure and mixed forests.” In Mies, E. (ed.) Natural and Socioeconomic Analysis and Modelling of Forest and Agroforestry Systems in Southeast Asia. Zschortau, Germany: German Foundation for International Development, pp. 1-25. 178. Johansson, T. (1999) “Biomass production of Norway spruce (Picea abies (L.) Karst.) growing on abandoned farmland.” Silva Fennica, 33(4): 261-280. 179. Amateis, R.L. (2000) “Modeling response to thinning in Loblolly pine plantations.” South. J. Appl. For., 24(1): 17-22. 180. Kangas, A. and M. Maltamo. (2000) “Calibrating predicted diameter distribution with additional information.” Forest Science, 46(3): 390-396. 181. Kangas, A. and M. Maltamo. (2000) “Percentile based basal area diameter distribution models for Scots pine, Norway spruce and birch species.” Silva Fennica, 34(4): 371-380. 182. Kangas, A. and M. Maltamo. (2000) “Performance of percentile based diameter distribution prediction and Weibull Method in independent data sets.” Silva Fennica, 34(4): 381-398. 183. Baldwin, Jr., V.C., H.E. Burkhart, J.A. Westfall, and K.D. Peterson. (2001) “Linking growth and yield process models to estimate impact of environmental changes on growth of Loblolly pine.” Forest Science, 47(1): 77-82. 184. Fang, Z. and R.L. Bailey. (2001) “Nonlinear mixed effects modeling for Slash pine dominant height growth following intensive silvicultural treatments.” Forest Science, 47(3): 287-300. 185. Hall, D.B. and R.L. Bailey. (2001) “Modeling and prediction of forest growth variables based on multilevel nonlinear mixed models.” Forest Science, 47(3): 311-321. 186. Johnsen, K., L. Samuelson, R. Teskey, S. McNulty, and T. Fox. (2001) “Process models as tools in forestry research and management.” Forest Science, 47(1): 2-8. 187. Pretzsch, H. (2001) “Models for pure and mixed forest.” In Evans, J. (ed.) The Forests Handbook, Volume 1, pp. 210-228. London: Blackwell Science Ltd. 15 EvenAgedGrowthYieldBiblio.doc © 2004, Timothy G. Gregoire, Yale University 188. Sironen, S., A. Kangas, M. Maltamo, and J. Kangas. (2001) “Estimating individual tree growth with the k-nearest neighbour and k-most similar neighbour methods.” Silva Fennica, 35(4): 453-467. 189. Zhang, Y. and B.E. Borders. (2001) “An iterative state-space growth and yield modeling approach for unthinned Loblolly pine plantations.” Forest Ecology and Management, 146: 89-98. 190. Eerikainen, K. (2002) “A site dependent simultaneous growth projection model for Pinus kesiya plantations in Zambia and Zimbabwe.” Forest Science, 48(3): 518529. 191. Pretzsch, H., Biber, P. and ġurský, J. (2002) “The single tree-based stand simulator SILVA: contruction, application and evaluation.” Forest Ecology and Management, 162: 3-21. 192. Solomon, D.S. and W.B. Leak. (2002) “Modeling the regeneration of northern hardwoods with FOREGEN.” U.S.D.A. Forest Service, Research Paper NE-719, 9 pages. 193. García, O. and Ruiz, F. (2003) “A growth model for eucalypt in Galicia, Spain.” Forest Ecology and Management, 173: 49-62. 194. Wagner, R.G., E.H. Bowling, and R.S. Seymour. (2003) “Assessing silviculture research priorities for Maine using wood supply analysis.” Maine Agricultural and Forest Experiment Station, Technical Bulleting #186, 105 pages. 195. Petit, B. and Montagnini, F. (2004) “Growth equations and rotation ages of ten native tree species in mixed and pure plantations in the humid neotropics.” Forest Ecology and Management, 199: 243-257. 196. García, O. (2005) “TADAM: a dynamic whole-stand approximation for the TASS growth model.” The Forestry Chronicle, 81(4): 575-581. 197. Qin, J. and Cao, Q.V. (2006) “Using disaggregation to link individual-tree and wholestand growth models.” Canadian Journal of Forest Research, 36: 953-960. 198. Skovsgaard, J.P., Stupak, I. and Vesterdal, L. (2006) “Distribution of biomass and carbon in even-aged stands of Norway spruce (Picea abies (L.) Karst.): A case study on spacing and thinning effects in northern Denmark.” Scandinavian Journal of Forest Research, 21: 470-488. 16