Forest Structure and Diversity
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Mykola Korol | Klaus von Gadow | Xiu Hai Zhao | Christian Wehenkel | Andres Kiviste | Arne Pommerening | Chunyu Zhang | J. Javier Corral-Rivas | Stepan Myklush | Gang Ying Hui | A. Pommerening | K. Gadow | A. Kiviste | C. Wehenkel | G. Hui | Chunyu Zhang | Xiu-hai Zhao | M. Korol | J. Corral‐Rivas | S. Myklush
[1] Ralph D. Nyland,et al. Silviculture: Concepts and Applications , 1996 .
[2] Thomas Seifert,et al. Integrating selected ecological effects of mixed European beech-Norway spruce stands in bioeconomic modelling , 2008 .
[3] P. J. Clark,et al. Distance to Nearest Neighbor as a Measure of Spatial Relationships in Populations , 1954 .
[4] Bernard W. Silverman,et al. Methods for Analysing Spatial Processes of Several Types of Points , 1982 .
[5] E. H. Simpson. Measurement of Diversity , 1949, Nature.
[6] C. Boucher,et al. A model for species‐area relationships in plant communities , 1994 .
[7] R. M. Cormack,et al. Spatial Data Analysis by Example. Volume 1: Point Pattern and Quantitative Data , 1985 .
[8] J. Barkman,et al. A critical evaluation of minimum area concepts , 1989, Vegetatio.
[9] F. W. Preston. The Canonical Distribution of Commonness and Rarity: Part I , 1962 .
[10] A. Lewandowski,et al. Zur Beschreibung der Waldstruktur — Erwartete und beobachtete Arten-Durchmischung , 1997, Forstwissenschaftliches Centralblatt vereinigt mit Tharandter forstliches Jahrbuch.
[11] Dietrich Stoyan,et al. Marked Point Processes in Forest Statistics , 1992, Forest Science.
[12] Bernard Fingleton,et al. Spatial Data Analysis by Example. Vol. 1. Point Pattern and Quantitative Data. , 1986 .
[13] E. Sanderson,et al. The Human Footprint and the Last of the Wild , 2002 .
[14] H. Sterba,et al. Sampling measures of tree diversity , 2010 .
[15] R. Gersonde,et al. Stocking control concepts in uneven-aged silviculture , 2004 .
[16] Kenichiro SHIMATANI,et al. Quantitative assessment of multispecies spatial pattern with high species diversity , 2004, Ecological Research.
[17] S. Torquato,et al. Random Heterogeneous Materials: Microstructure and Macroscopic Properties , 2005 .
[18] K. Gadow,et al. A spatially explicit height–diameter model for Scots pine in Estonia , 2011, European Journal of Forest Research.
[19] J. Hartung,et al. Lehr- und Handbuch der angewandten Statistik , 2005 .
[20] S. Roxburgh,et al. Species‐area relations in a New Zealand tussock grassland, with implications for nature reserve design and for community structure , 1991 .
[21] A. Dohrenbusch,et al. Ein Verfahren zur Beurteilung der Bestandesdiversität , 1997, Forstwissenschaftliches Centralblatt vereinigt mit Tharandter forstliches Jahrbuch.
[22] Arne Pommerening,et al. Evaluating structural indices by reversing forest structural analysis , 2006 .
[23] Hans Pretzsch,et al. Analysis and modeling of spatial stand structures. Methodological considerations based on mixed beech-larch stands in Lower Saxony , 1997 .
[24] S. Hubbell,et al. The unified neutral theory of biodiversity and biogeography at age ten. , 2011, Trends in ecology & evolution.
[25] H. Reininger. Zielstärken-Nutzung oder die Plenterung des Altersklassenwaldes , 1989 .
[26] Harold E. Burkhart,et al. A bivariate distribution approach to modeling forest diameter distributions at two points in time , 1991 .
[27] P. D. Caprariis,et al. A method for determining optimum sample size in species diversity studies , 1976 .
[28] R. May. Patterns of species abundance and diversity , 1975 .
[29] W. Schädelin. Die Auslesedurchforstung als Erziehungsbetrieb höchster Wertleistung , 1942 .
[30] J. Lappi,et al. A Longitudinal Analysis of Height/Diameter Curves , 1997, Forest Science.
[31] Lieven Nachtergale,et al. Spatial methods for quantifying forest stand structure development: a comparison between nearest-neighbor indices and variogram analysis , 2003 .
[32] Christina L. Staudhammer,et al. Introduction and evaluation of possible indices of stand structural diversity , 2001 .
[33] Thomas Smaltschinski. Charakterisierung von Baumverteilungen , 1998, Forstwissenschaftliches Centralblatt vereinigt mit Tharandter forstliches Jahrbuch.
[34] Robert G. Haight,et al. Optimizing Continuous Cover Forest Management , 2012 .
[35] R. Schober. Eclaircies par le haut et arbres d'avenir , 1991 .
[36] K. Gadow,et al. DasUmgebungsmaß als Parameter zur Nachbildung von Bestandesstrukturen , 1998, Forstwissenschaftliches Centralblatt vereinigt mit Tharandter forstliches Jahrbuch.
[37] Stephen P. Hubbell,et al. Beta-Diversity in Tropical Forest Trees , 2002, Science.
[38] K. Gadow,et al. Is the reverse J-shaped diameter distribution universally applicable in European virgin beech forests? , 2006 .
[39] D. Richardson,et al. Novel ecosystems: theoretical and management aspects of the new ecological world order , 2006 .
[40] Species-area curve, life history strategies, and succession: a field test of relationships , 1989 .
[41] J. Puumalainen,et al. Optimal cross‐cutting and sensitivity analysis for various log dimension constraints by using dynamic programming approach , 1998 .
[42] T. Spies,et al. Douglas-Fir Forests: Managing for Timber and Mature-Forest Habitat , 1993, Journal of Forestry.
[43] H. Bhadeshia,et al. Structure : in science and art , 2000 .
[44] N. S. Urquhart,et al. Patterns in the Balance of Nature , 1966 .
[45] W. Zucchini,et al. A model for the diameter-height distribution in an uneven-aged beech forest and a method to assess the fit of such models , 2001 .
[46] Wolfram Gleichmar,et al. Indizes zur Charakterisierung der horizontalen Baumverteilung , 1998, Forstwissenschaftliches Centralblatt vereinigt mit Tharandter forstliches Jahrbuch.
[47] Juan Manuel Torres Rojo. Sostenibilidad del volumen de cosechacalculado con el Método Mexicano deOrdenación de Montes , 2016 .
[48] Zhonghua Zhao,et al. Evaluating Tree Species Spatial Diversity Based on Neighborhood Relationships , 2011 .
[49] Timothy G. Gregoire,et al. Sampling Methods for Multiresource Forest Inventory , 1993 .
[50] R. Margalef,et al. Information theory in ecology , 1958 .
[51] D. Stoyan,et al. Statistical Analysis and Modelling of Spatial Point Patterns , 2008 .
[52] D. Stoyan,et al. Recent applications of point process methods in forestry statistics , 2000 .
[53] G. Ståhl,et al. Issues in forest inventories as an input to planning and decision processes. , 2010 .
[54] K. Gadow,et al. Flexible calculation of a thinning inventory , 1998 .
[55] F. Leisch. FlexMix: A general framework for finite mixture models and latent class regression in R , 2004 .
[56] Bernard Fingleton,et al. Spatial Data Analysis by Example, Vol. 2: Categorical and Directional Data. , 1990 .
[57] Lauri Mehtätalo,et al. A longitudinal height-diameter model for Norway spruce in Finland , 2004 .
[58] R. Ferris,et al. A review of potential biodiversity indicators for application in British forests , 1999 .
[59] H. Temesgen,et al. Generalized height–diameter models—an application for major tree species in complex stands of interior British Columbia , 2004, European Journal of Forest Research.
[60] J. Schütz. Silvicultural tools to develop irregular and diverse forest structures , 2002 .
[61] R. Fisher,et al. The Relation Between the Number of Species and the Number of Individuals in a Random Sample of an Animal Population , 1943 .
[62] Dietrich Stoyan,et al. Reconstructing spatial tree point patterns from nearest neighbour summary statistics measured in small subwindows , 2008 .
[63] R. Assunção. TESTING SPATIAL RANDOMNESS BY MEANS OF ANGLES , 1994 .
[64] H. Pretzsch. Perspektiven einer modellorientierten Waldwachstumsforschung , 1995, Forstwissenschaftliches Centralblatt vereinigt mit Tharandter forstliches Jahrbuch.
[65] K. Gadow,et al. A flexible yield model for regional timber forecasting. , 1993 .
[66] S. Hale,et al. Continuous cover forestry in British conifer forests , 2004 .
[67] E. C. Pielou. Segregation and Symmetry in Two-Species Populations as Studied by Nearest- Neighbour Relationships , 1961 .
[68] Matti Maltamo,et al. Standing volume estimates of forests in Russia: how accurate is the published data? , 2007 .
[69] M. Williams. An Extreme‐Value Function Model of the Species Incidence and Species‐‐Area Relations , 1995 .
[70] P. Dixon. Ripley's K Function , 2006 .
[71] S. Wood. Generalized Additive Models: An Introduction with R , 2006 .
[72] D. Stoyan,et al. Density estimation based on k-tree sampling and point pattern reconstruction , 2010 .
[73] E. Tjørve. Shapes and functions of species–area curves: a review of possible models , 2003 .
[74] Annika Kangas,et al. Anticipating the variance of predicted stand volume and timber assortments with respect to stand characteristics and field measurements , 2002 .
[75] R. Waagepetersen,et al. Modern Statistics for Spatial Point Processes * , 2007 .
[76] Satoshi N. Suzuki,et al. Development of a local size hierarchy causes regular spacing of trees in an even-aged Abies forest: analyses using spatial autocorrelation and the mark correlation function. , 2008, Annals of botany.
[77] W. Hines,et al. The Eberhardt statistic and the detection of nonrandomness of spatial point distributions , 1979 .
[78] Christian Wehenkel,et al. Estimating balanced structure areas in multi-species forests on the Sierra Madre Occidental, Mexico , 2011, Annals of Forest Science.
[79] J. Gove,et al. A Finite Mixture Model for Characterizing the Diameter Distributions of Mixed-Species Forest Stands , 2002, Forest Science.
[80] K. Gadow,et al. Waldstruktur und Lorenz-Modell , 1999 .
[81] R. Biggs,et al. A biodiversity intactness index , 2005, Nature.
[82] W. Keeton,et al. Disturbances and structural development of natural forest ecosystems with silvicultural implications, using Douglas-fir forests as an example , 2002 .
[83] B. Ripley,et al. On Sampling Spatial Patterns by Distance Methods , 1980 .
[84] J. Lawton. Are there general laws in ecology , 1999 .
[85] J. Besag,et al. Statistical Analysis of Spatial Point Patterns by Means of Distance Methods , 1976 .
[86] Peter J. Diggle,et al. Statistical analysis of spatial point patterns , 1983 .
[87] R. Whittaker. Evolution and measurement of species diversity , 1972 .
[88] M. Harmon,et al. Ecology of Coarse Woody Debris in Temperate Ecosystems , 1986 .
[89] K. Spanos,et al. A review of the assessment of biodiversity in forest ecosystems , 2007 .
[90] Peter Kareiva,et al. Domesticated Nature: Shaping Landscapes and Ecosystems for Human Welfare , 2007, Science.
[91] Christian Wehenkel,et al. A permutation test of spatial randomness: application to nearest neighbour indices in forest stands , 2010, Journal of Forest Research.
[92] Claude E. Shannon,et al. A mathematical theory of communication , 1948, MOCO.
[93] J. Hartung,et al. Statistik: Lehr- und Handbuch der angewandten Statistik , 2009 .
[94] S. Torquato. Random Heterogeneous Materials , 2002 .
[95] Arne Pommerening,et al. Approaches to quantifying forest structures , 2002 .
[96] J. Monod,et al. Technique, Theory and Applications of Continuous Culture. , 1950 .
[97] Dietrich Stoyan,et al. Edge-correction needs in estimating indices of spatial forest structure , 2006 .
[98] K. Ganeshaiah,et al. Measuring biological heterogeneity of forest vegetation types: avalanche index as an estimate of biological diversity , 2000, Biodiversity & Conservation.
[99] J. Diamond,et al. Ecology and Evolution of Communities , 1976, Nature.
[100] J. Illian,et al. Ecological information from spatial patterns of plants: insights from point process theory , 2009 .
[101] J. Harper. Population Biology of Plants , 1979 .
[102] Phillip B. Gibbons,et al. Forest and woodland stand structural complexity: Its definition and measurement , 2005 .
[103] B. Hambly. Fractals, random shapes, and point fields , 1994 .