Modeling Tree Diameter Distributions in Arboretum of Forestry and Wildlife University of Uyo: An Evaluation of 8 Statistical Models

Authors

  • Ekpa, N. E.

  • Daniel

  • K.S.

  • Ukpong

  • E.E

  • Etigale

  • E.B.

  • Asuquo. O.E.

arboretum, diameter modeling, distribution function, tectona grandis

Abstract

The diameter distribution of the growing stock is an essential starting point in many forest management planning problems. Eight distribution functions was used to characterize the size classes of Tectona grandis stands in the arboretum of forestry and Wildlife, University of Uyo, Nigeria. The arboretum comprises of different compartment of trees. The data obtained were diameter at breast height (dbh) measurement of all trees in teak compartment. Using Easyfit modeling software, eight distribution functions was fitted to the data and estimates of the parameters were obtained. The results shows the diameter at breast height data with mean 16.83, standard error 1.08, skewness 1.96 while that of excess kurtosis is 4.84 .The performance of the function was evaluated using Kolmogorov-Simirnov test. Gneralized pareto distribution showed the best performance in terms of quality of fit to the diameter data with the lowest value of 0.0969, shape value of 0.93819.

Downloads

How to Cite

Modeling Tree Diameter Distributions in Arboretum of Forestry and Wildlife University of Uyo: An Evaluation of 8 Statistical Models. (2020). Global Journal of Science Frontier Research, 20(H2), 13-18. https://www.journalofscience.org/index.php/GJSFR/article/view/2713

References

Robert Bailey, T Dell (1973) Quantifying Diameter Distributions with the Weibull Function. 19(2), 97-104.

K Bobo, Matthias Waltert, N Sainge, John Njokagbor, Heleen Fermon, Michael Mühlenberg (2006) From Forest to Farmland: Species Richness Patterns of Trees and Understorey Plants along a Gradient of Forest Conversion in Southwestern Cameroon. 15(13), 4097-4117.

J Boubli, J Eriksson, S Wich, G Hohmann, B Fruth (2004) Mesoscale transect sampling of trees inthe Lomako-yekokora interfluvium, Democratic Republic of the Congo. 13, 2399-2417.

H Burkhart, M Tome (2012) Modeling Forest Trees and Stands. 461.

P Eder, A Sebastiao, F Afonso, Julio, E (2010) Using Weibull function for prognosis of yield by diameter class in Eucalyptus Urophylla Stand. 16(1), 94-104.

Mfon Effiong Asuquo, Anne Ekerete Ekanem, Edidiong Anthony Ekoriko, Wisdom Matthew Akpan (2010) Climate Change and Household Food Security in Ikot Ekpene Local Government Area, Akwa Ibom State, Nigeria. 5(1), 101-109.

N Ekpa, S Akindele, S Udofia (2014) Gmelina arborea Roxb. Graded stands with the Weibull distribution Function in Oluwa Forest Reserve, Nigeria. 1(9), 110-113.

Koko Daniel, Emem Inyang, Daniel Jacob, Nsisong Ekpa, Idorenyin Gideon (2014) Salient Underlying Mitigation Dimensions of Socioecological Risk to Sacred Grove as Nature-Based Indigenous Environmental Management Strategy.. 13(1), 227-236.

K Gadow (1983) Fitting distributions in Pinus Patula stands. 20-29.

H Ijeomah, Cic Okoli, E Iyah (2014) Ecotourism resources of University of Uyo, Nigeria: The arboretum and ravine destinations in perspective. 7(3), 327.

J Jackson (1994) Manual of Afforestation in Nepal. 2.

S Jimoh, P O Adesoye, A Adeyemi, E Ikyaagba (2012) Forest structure analysis in the ObanDivision of Cross River National Park, Nigeria. 2510-2518.

Yinyin Mon, Kay Oo, Kyaw Linn, Zin Lynn, Nyo Hlaing, Nay Ko (2001) Evaluation of Plant Growth Parameters by In vitro and Ex vitro Inoculation of Micropropagated Banana Plantlets with Rhizospheric and Endophytic Bacterial Inoculum. 10(1), 16-22.

Rafał Podlaski (2008) Characterization of diameter distribution data in near-natural forests using the Birnbaum-Saunders distribution. 38(3), 518-527.

V Quang (2004) Predicting parameters of a Weibull function for modelling diameter distribution. 50(5), 682-685.

K Rennolls, D Geary, Tj Rollinson (1985) Characterizing Diameter Distributions by the use of the Weibull Distribution. 58(1), 57-66.

B Robson, B Lima, Jose Franciso, Rinaldo (2016) Diameter distribution in a brazilian tropical dry forest domain: predictions for the stand and species. 89(2), 1189-1203.

Benjamin Rubin, Paul Manion, Don Faber-Langendoen (2006) Diameter distributions and structural sustainability in forests. 222(1-3), 427-438.

S Shamaki, S Akindele, A Isah, I Mohammed (2019) Height-diameter Relationship Models for Teak (Tectona grandis) Plantation in Nimbia Forest Reserve, Nigeria. 1(1), 1-7.

K White (1991) FAO REGIONAL CONFERENCE FOR ASIA AND THE PACIFIC. 69.

Li-Feng Zheng, Xin-Nian Zhou (2010) Diameter distribution of trees in natural stands managed on polycyclic cutting system. 12(1), 21-25.

B Zira, A Ghide (2013) Illustrative Optimal Portfolio Selection for Agroforestry Crops: A Linear Programming Approach. 2(8), 139-141.

Modeling Tree Diameter Distributions in Arboretum of Forestry and Wildlife University of Uyo: An Evaluation of 8 Statistical Models

Published

2020-06-23

How to Cite

Modeling Tree Diameter Distributions in Arboretum of Forestry and Wildlife University of Uyo: An Evaluation of 8 Statistical Models. (2020). Global Journal of Science Frontier Research, 20(H2), 13-18. https://www.journalofscience.org/index.php/GJSFR/article/view/2713