G. Aussenac and M. Ducrey, Bioclimatological study of a broadleaved stand (Fagus sylvatica L. et Quercus sessiliflora Salisb.) in the east of France, Ann. Sci. For, vol.54, pp.265-284, 1991.

H. H. Bartelink, A. F. Olsthoorn, and A. A. Olsthoorn, Management of mixed-species forest: silviculture and economics, Dutch. Inst. For. Nature Res, pp.9-15, 1999.

S. Bonn, Tree species dynamic in mixed oak-beech forests and expected modifications due to climate change, Allg. Forst-Jagdztg, vol.171, pp.81-88, 2000.

A. Bonnemann, oak-beech mixed stands, 1955.

H. Bryndum, the thinning trial with beech in the totterup forest, Saertyk af det forslige Forsøgsvaesen i. Danmark, vol.38, 1980.

. Bw-lfv, Guideline for general forest development types, Ministry for Rural Space, Nutrition, Agriculture and Forestry of, 1999.

C. F. , Analysis and modeling of branching pattern as linked to wood properties, transfer to the evaluation and improvement of wood resources, 2003.

C. Deleuze, O. Pain, J. Dhôte, and J. Hervé, A flexible radial increment model for individual trees in pure and even-aged stands, Ann. For. Sci, vol.61, pp.327-335, 2004.

J. Dhôte, Modeling of growth of regular beech stands: dynamic of social hierarchy and factors influencing productivity, Ann. Sci. For, vol.48, pp.389-416, 1991.

J. Dhôte, Definition of thinning scenarios for beech and oaks, Rev. For. Fr. (Nancy) XLVII, pp.106-110, 1995.

J. Dhôte, Effect of thinning on the development of dominant diameter in regular beech or oak stands, Rev. For. Fr. (Nancy) XLIX, pp.557-578, 1997.

J. Dhôte, Competition between social classes of sessile oak and beech, Rev. For. Fr, pp.309-325, 1999.

J. Dhôte, Modeling the growth dynamic of stands with the social broadleaves, transfer to silviculture of beech and oaks, Nancy, Université Henri Poincaré Nancy I, Dossier de candidature -Habilitation à Diriger des Recherches, 1999.

J. Dhôte and J. Hervé, Changes in productivity in four sessile oak stands since 1930: an approach at stand level, Ann. For. Sci, vol.57, pp.651-680, 2000.

J. Dhôte, L. Moguédec, and G. , Reference of the Fagacées growth simulator, 2004.

P. Duplat and . Tran-ha-mien, Modeling dominant height growth of sessile oak (Quercus petraea Liebl) in France -Inter-regional variability and effect of recent growth periods (1959-1993), Ann. For. Sci, vol.54, pp.611-634, 1997.

H. Ellenberg, Vegetation of Middle Europe with the Alps from an Ecological, Dynamic and Historical Perspective, 1996.

F. Fontaine, F. Colin, P. Jarret, and J. Druelle, Evolution of the epicormic potential on 17-year-old Quercus petraea trees: first results, Ann. For. Sci, vol.58, pp.583-592, 2001.
URL : https://hal.archives-ouvertes.fr/hal-00884165

. Fr-onf, Regional Forest Guidelines for the Lorraine Region, Ministère de l'Agriculture et de la Pêche, 1998.

M. Freist-dorr, Structure and Growth of South Western Sessile Oak-Beech Mixed Stands: Presentation Exemplified by Long-Term-Permanent Plots, Schriftenreihe der Forstwissenschaftlichen Fakultät der Universität München und der Bayer. Forst-u. Forschungsanstalt

M. S. González, M. Tomé, and G. Montero, Modelling height and diameter growth of dominant cork oak trees in Spain, Scand. J. For. Res, vol.8, pp.633-643, 2005.

F. Goreaud, Contributions to the analysis of spatial structure in a temperate forest for the modeling of complex forests, 2000.

T. G. Gregoire, O. Schabenberger, and J. B. Barret, Linear Modelling of Irregularly Spaced, Unbalanced, Longitudinal Data from Permanent-Plot Measurements, Can. J. For. Res, vol.25, pp.137-156, 1995.

K. Hasel, E. Schwartz, and F. History, , 2002.

H. Henriksen and K. Sanojca, Influence of an understorey of beech on the development of epicormic branches of Quercus robur, Forstlige Forsogsvaesen i Danmark, vol.39, pp.94-119, 1983.

. Ifn-fr, , 2005.

G. Jahn, Die Buche auf dem Vormarsch in Flachland des nordwestlichen Mitteleuropa, Forst-u Holzwirt, vol.38, pp.142-143, 1983.

M. J. Kelty, Comparative productivity of monocultures and mixedspecies stands, The Ecology and Silviculture of Mixed-Species Forests, pp.125-141, 1992.

G. Kenk and . Program, Valuable Oak, Reflections on a Forest Planning Type, 1979.

L. Goff, N. Ottorini, and J. M. , Effect of thinning on the growth of beech, interactions with climatic factors, Rev. For. Fr, pp.355-364, 1999.

C. Leuschner, Forest dynamics on sandy soils in the Lüneburger Heide, Phytooecologia, vol.22, pp.289-324, 1994.

C. Leuschner, Mechanisms of competitive superiority of beech, Berichte der Reinhard-Tüxen-Gesellschaft, vol.10, pp.5-18, 1998.

C. Leuschner, D. Hertel, H. Coners, and V. Büttner, Root competition between beech and oak: a hypothesis, Oecologia, vol.126, pp.276-284, 2001.

R. C. Littell, G. A. Milliken, W. W. Stroup, and R. D. Wolfinger, SAS System for Mixed Models, 1996.

V. B. Lüpke, Silvicultural methods of oak regeneration with special respect to shade tolerant mixed species, For. Ecol. Manage, vol.106, pp.19-26, 1998.

V. B. Lüpke and K. Hauskeller-bullerjahn, A contribution to the modelling of young stands exemplified by sessile oak-beech mixed natural regenerations, Allg. Forst-Jagdzgt, vol.175, pp.61-69, 2004.

P. Meyer, W. Unkrig, and F. Griese, Development of beech (Fagus sylvatica L.) in north-west german forest reserves, Forst Holz, vol.55, pp.470-477, 2000.

H. Otto, Driving forces of natural dynamics in European beech forests, Forst Holz, vol.57, pp.649-653, 2002.

H. Oswald, Main results from experimental plots with oak from the National Center of Forest Research, Rev. For. Fr. (Nancy) XXXIII, No. spécial, pp.65-85, 1981.

J. Pardé, Normes on silviculture for sessile oak stands, Rev. For. Fr. (Nancy) XXX, pp.11-17, 1978.

H. Pretzsch, Conception and Construction of Growth Models for Pure and Mixed Forests, Schriftenreihe der Forstwissenschaftlichen Fakultät der Universität München und der Bayerischen Forstlichen Versuchs-und Forschungsanstalt, 1992.

H. Pretzsch, Pure and Mixed Stands under the Influence of Disturbing Factors: Elasticity and Resilience of Growth, Deutscher Forstverein e.V., 61. Jahrestagung, Forstwirtschaft im Dialog -Gemeinsam die Zukunft gestalten!, pp.25-28, 2003.

H. Pretzsch, A re-evaluation of Reineke's rule and stand density index, For. Sci, 2006.

H. Pretzsch, Yoda's 3/2 power law of self-thinning, a stimulating myth, Oecologia, 2006.

T. Preuhsler and K. Stögbauer, Structural traits of the veneer oak stand "Eichhall" in the Bavarian forest district of Rohrbrunn, Forst Holz, vol.45, pp.283-289, 1990.

M. Prodan and J. D. Forest-measurement, Sauerländer's Verlag, 1965.

K. J. Puettmann, D. E. Hibbs, and D. W. Hann, The dynamics of mixed stands of Alnus rubra and Pseudotsuga menziesii: extension of sizedensity analysis to species mixture, J. Ecol, vol.80, pp.449-458, 1992.

Y. Raftoyannis and K. Radoglou, Physiological responses of beech and sessile oak in a natural mixed stand during dry summer, Ann. Bot, vol.89, pp.723-730, 2002.

L. H. Reineke, Perfecting a stand-density index for even-aged forests, J. Agric. Res, vol.46, pp.627-638, 1933.

H. Röhle, Structure and Growth of Pedunculate Oak Mixed Forests on Ground Water Influenced Site in the Floodplains of Southern Bavaria, Schriftenreihe der Forstwissenschaftlichen Fakultät der Universität München und der Bayerischen Forstlichen Versuchsund Forschungsanstalt, 1982.

, SAS9.12004, SAS/STAT 9.1 User's Guide

C. Schraml and H. Rennenberg, Sensitivity of different ecotypes of beech trees (Fagus sylvatica L.) to drought stress, Forstwiss. Cent.bl, vol.119, pp.51-61, 2000.

S. Schwinning and J. Weiner, Mechanisms determining the degree of size asymmetry in competition among plants, Oecologia, vol.113, pp.447-455, 1998.

U. Söderberg, Functions for Forecasting Timber Yield: Increment and Form Height of Individual Trees of Native Tree Species in Sweden, Rapport, Avdelnigen för Skogsuppskattning och Skogsindelning 14, Sveriges Lantbruksuniversitet, 1986.

H. Spiecker, On the Growth Control and Natural Pruning of Sessile and Pedunculate Oak (Quercus petrea (Matt.) Liebl. and Quercus robur L, Schr. reihe Landesforstverwalt, 1991.

H. Thomasius and . Stability, elasticity and resilience of forest ecosystems under the influence of acid depositions, Forstarchiv, vol.58, pp.232-239, 1987.

H. Thomasius, Stability of natural and artificial forest ecosystems and their interference by forest measures, Allg. Forst-Jagdztg, vol.39, pp.1064-1068, 1988.

H. Thomasius, Stability of natural and artificial forest ecosystems and their interference by forest measures, Allg. Forst-Jagdztg, vol.38, pp.1037-1043, 1988.

E. R. Tufte, The Visual Display of Quantitative Information, 2001.

J. K. Vanclay and J. P. Skovsgaard, Evaluating forest growth models, Ecol. Model, vol.98, pp.1-12, 1997.

L. Wichmann, Modelling the Effects of Competition Between Individual Trees in Forest Stands, vol.112, 2002.

W. R. Wykoff, A basal area increment model for individual conifers in the northern Rocky Mountains, For. Sci, vol.36, pp.1077-1104, 1990.

W. R. Wykoff, N. L. Crookston, and A. R. Stage, User's Guide to the Stand Prognosis Model, USDA For. Serv. Gen. Tech. Rep, 1982.

Y. Yang, R. A. Monserud, and S. Huang, An evaluation of diagnostic tests and their roles in validating forest biometric models, Can. J. For. Res, vol.34, pp.619-629, 2004.