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2007), Manthena et al. (2009), Murphy et al. (2010) Pardo-Iguzquiza (1998), Erxleben et al. (2002), Kumar et al. (2007), Manthena et al. (2009) Mohandes et al. (1998), Snell et al. (2000), Li (2002), Reddy and Ranjan (2003), Wang et al. (2003), PastorBarcenas et al. (2005), Salazar-Ruiz et al. (2008), Chowdhury et al. (2010) Spatial Interpolation Techniques for Environmental Data: Theory to Practice 39 B. Thiessen Polygons Thiessen Polygons, also referred to as Dirichlet tessellations or Voronoi diagrams, are an exact method of interpolation that define the individual ― regions of influence‖ around each set of points such that any location within a particular polygon is nearer to that polygon‘s point than to any other point and, therefore, have the same value.

Eu/. Gantsho, M. & Karani, P. (2007). Entrepreneurship and innovation in development finance institutions for promoting the clean development mechanism in Africa, Development Southern Africa, 24(2), 335-344. Greene, W. (2006). Carbon Finance for Africa - An Investor Guide, Africapractice, London. Haites, E. & Yamin, F. (2004) Overview of the Kyoto Mechanisms, International Review for Environmental Strategies, 5, 199-215. Jung, M. (2006). Host country attractiveness for CDM non-sink projects, Energy Policy, 34, 2173-2184.

The reliability and validity of the item means and standard deviation of ordinal level response, Management Dynamics, 14(3), 187-210. Stacey, A. (2006). Estimating the means and standard deviations of rank ordered survey items, Management Dynamics, 15(3), 26-35. South African Business Opportunities under the Kyoto Protocol Clean… 31 Szymanski, T. (2002). The Clean Development Mechanism in China, China Business Review, 29(6), 26. Tucker, C. & Mandlana, W. (2009, 9 March 2009). apsx. Viguier, L. L.

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