theglobaljournal.net: Latest articles of Nana Owusu-Ansah1974http://www.theglobaljournal.net/member/nana-owusu-ansah1974/articles/2016-01-01T11:08:03ZWildlife Protected Area Conservation Strategy on Balanced Scorecard Perspectives2016-01-01T11:08:03Zhttp://www.theglobaljournal.net/article/view/1186/<p>&nbsp;</p> <p><em>By Nana Owusu-Ansah</em></p> <p><em>Wildlife Division of the Forestry Commission of Ghana</em></p> <p><em>Naduono74@yahoo.co.uk</em></p> <p>Citizens demand the public sector to provide services in timely and appropriate manner in the current knowledge economy (Galavan, Murray and Markides, 2008). Wildlife conservation strategy especially in countries which have signed unto the convention on biodiversity sustainability has been reformed to meet public demand (Larsen, 2006 and Schmidt-Soltau, 2003). The Wildlife Division of Ghana reformed its strategic management to deliver quality service and enhance public participation in conservation (Wildlife Division, 2000). A possible adaptation of wildlife conservation strategy by protected areas in Ghana on a balanced scorecard is the subject of this paper. The author is a wildlife protected area manager.</p> <p><strong>Protected Area Wildlife Conservation Strategy</strong></p> <p>Wildlife conservation is aimed at preserving nature for the greater benefit of society. It is for the dwindling benefits from the environment (Schmidt-Soltau, 2003) that informs conservation strategy. Conservation strategy spans across ecosystems, species and genes preservation. Wildlife conservation has led to the establishment of protected areas and also restricting wildlife utilization outside protected areas (Schmidt-Soltau and Brockington, 2007). Protected areas provide recreational, scientific and livelihood improvement benefits. Restriction strategies infringe peoples&rsquo; rights of access over wildlife utilization. Law enforcement on wildlife utilization is challenged by financial and human resources inadequacies especially in Africa (Jachmann, 2007). Strict law enforcement has been mixed with collaborative and sensitization strategies to achieve conservation objectives.</p> <p>Conservation objectives in Ghana are taken from the mission statement of the Wildlife Division which reads &ldquo;To work effectively with others to ensure sustainable management and development of Ghana&rsquo;s wildlife and their habitats, so as to optimize their contribution to national socio-economic development (Wildlife Division, 2000)&rdquo;. The need to work with others to achieve sustainability is necessitated by people&rsquo;s uncooperative attitude (Larsen, 2006) and the inability of the Wildlife Division to enforce laws (Jachmann, 2007). Innovations to address these shortcomings are required. Figure one shows three prong strategic objectives in managing wildlife protected areas in Ghana.</p> <p>&nbsp;<img 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" alt="" /></p> <p>Figure 1: Wildlife Conservation strategy. Source: Author</p> <p><strong>Adapting Wildlife Conservation Strategy on Balanced Scorecard</strong></p> <p>Nivan (2002) stated one of the advantages of the balanced scorecard is its flexibility to measure both financial and non-financial performance either in business or in the public sector. The balanced scorecard measures organization&rsquo;s performance from four perspectives- customer, internal processes and practices, employee growth and learning and the financial metrics (Nivan). &nbsp;The main objective of wildlife conservation strategy is not to achieve high financial performance from consumptive utilization but from its non-consumptive intrinsic satisfaction.&nbsp; &nbsp;</p> <p><strong>Anti-poaching Patrol Objectives</strong></p> <p>Anti-poaching activities are to be both preventive and deterrent-requiring anti-poaching team members to work together. Anti-poaching patrols are initiated at patrol camps. A clear hierarchical structure makes the most senior employee at the camp the leader (Jachmann, 2007). Camps organize patrols, but park managers through their law enforcement officers initiate special patrols where employees are deployed to specific targets including reaching specific spots or spending a number of days on patrol.&nbsp; Patrolling enthusiasm and its effectiveness depends on the park manager generating hot spots (Gratton, 2007) among employees. Leadership role is to explain and relate mission statement of the Wildlife Division encouraging employees to cooperate among themselves and other stakeholders. Teamwork in anti-poaching patrols is equivalent to Gratton&rsquo;s description of cooperative mindset needed for peer to peer working relationship to devise innovation.</p> <p>Anti-poaching patrol effectiveness measurement is important to ensure employees meet effective patrol man days of 15 days per month (Jachmann, 2007). &nbsp;The current performance measurement is not linked to employee compensation which demotivates most employees to just meet the minimum patrol requirements. However, some park managers have instituted camp based league on performance to reward employees. Employees on patrol collect data on wildlife and illegal activities sighted. The illegal activities recordings are lag indicators (Nivan, 2002) providing previous poaching incidences records. These indicators however, inform park mangers on deployment initiatives. A balanced scorecard would emphasize on lead indicators including informants&rsquo; hints and sightings of keystone species (equivalent to Gratton&rsquo;s, 2007 signature process) of the protected areas. Species sightings feed into recreational and research measures of wildlife conservation for customer satisfaction on a balanced scorecard.</p> <p>&nbsp;<strong>Conservation Education Objectives</strong></p> <p>Wildlife conservation education is fashioned to tell the importance of conservation on human welfare and livelihoods. It also spells out the laws governing utilization and the penalties for flouting them. The targets for conservation education is society including employees, tourists and other stakeholders especially those who live near the resources. Special unit within protected areas undertakes this activity. Nivan (2002) recommended the use of various media in developing a balanced scorecard that would be accepted at the executive level cascading unto the lower ranks of the organization. &nbsp;Conservation education dissemination modes include mass media, community durbars, film shows, posters and signage to capture a larger audience.</p> <p>Conservation education objective is to get support from society in a boundary spanning activity (Gratton, 2007) to generate conservation hot spots for collaboration. The education unit is to tell the Wildlife Division&rsquo;s mission (Gratton; and Nivan, 2002) to catch on with employees and other stakeholders for effective conservation strategy. The park manager finds resources for the unit to carry its tasks and also takes feedback to inform management decisions.</p> <p><strong>Collaborative Resource Management Objectives</strong></p> <p>Due to past failure of sole application of stringent laws, collaborating with communities to manage wildlife is no longer an option, but a requirement for effective conservation strategy (Larsen, 2006). The objective is to have governance structures at the community level. It also links livelihoods to conservation through investments in enterprises like eco-tourism and collection of non-timber forest products (Wildlife Division, 2000). Other collaborative objectives include improving research on the unique aesthetic sites and species. The park manager&rsquo;s role include collaborating with other law enforcement agencies including the Police and the Judiciary to ensure arrested poachers are prosecuted and sentence to deter others. The park manager seeks opportunity for investors to get conservation businesses in fringe communities.</p> <p><strong>Balanced scorecard Perspectives and Conservation Objectives</strong></p> <p>This section adapts wildlife conservation strategic objectives onto a balanced scorecard by integrating them into the four perspectives of finance, customer satisfaction, employee growth and learning and internal processes and practices. Nivan (2002) stated the four perspectives on the balanced scorecard must interlink with each other such that they will culminate in improving organizational performance.&nbsp; The park manager is the team leader for the balanced scorecard introduction in a protected area. He should champion the planning by leading and providing material resources needed to achieve organizational mission.</p> <p>For example the protected area management anti-poaching activities can be planned on employee growth and learning perspectives. Again effective employee deployment for anti-poaching patrols can be assessed on the internal processes and practices perspective. Although implementation requires budgetary demands, its effectiveness should results in increase financial receipts from fees and charges from royalties, research and tourism. Table one shows a matrix of conservation strategy integrated into the four balanced scorecard perspectives (Nivan, 2002). Measures, targets and initiatives can be set from the objectives in the matrix.</p> <p><strong>Balanced Scorecard Perspectives</strong></p> <p><strong>Protected Area Conservation Strategy</strong></p> <p>Anti-poaching patrol Management Objectives</p> <p>Conservation Education Objectives</p> <p>Collaborative Resource Management Objectives</p> <p><strong>Customer Satisfaction</strong></p> <p>-To conserve animal for tourism and research.</p> <p>-To regulate wildlife trade.</p> <p>-To ensure tourists and researchers&rsquo; safety.</p> <p>-To promote species for tourism and research.</p> <p>- To erect signage to educate customers.</p> <p>-To educate on ecosystem functions and laws.</p> <p>-To provide investment opportunities for businesses and not for profit organizations into wildlife conservation.</p> <p>&nbsp;</p> <p><strong>Internal Processes and Practices</strong></p> <p>-To improve rate of employee deployment.</p> <p>-To detect poaching and counteract promptly.</p> <p>-To effectively process poachers to court.</p> <p>- To have database on wildlife species.</p> <p>-To gather feedback from stakeholders for improvement.</p> <p>-To present organizational principles and values to employees at all levels and other stakeholders.</p> <p>&nbsp;</p> <p>&nbsp;</p> <p>-To provide platform for communities&rsquo; engagement.</p> <p>-To create informant arrangements for effective anti-poaching patrol.</p> <p>-To work with police and courts to enhance arrested poachers prosecution.</p> <p>&nbsp;</p> <p><strong>Employee Growth and Learning</strong></p> <p>-To measure employee patrol performance.</p> <p>-To link compensation to patrol performance.</p> <p>-To determine employee training needs.</p> <p>-To develop and outsource training programmes for employee.</p> <p>-To gather educational response feedback for continuous improvement.</p> <p>-To support anti-poaching by using community governance structures.</p> <p>-To get feedback on employee performance.</p> <p><strong>Financial Metrics</strong></p> <p>-To budget for anti-poaching activities.</p> <p>-To increase revenue from tourists and fees.</p> <p>-To publicize sites for increase tourist visit and research receipts.</p> <p>-To budget for its activities.</p> <p>-To increase revenue in rents and royalties from investors.</p> <p>-To reduce operational cost through effective network of community governance.</p> <p>Table 1: Balanced Score Card perspective on protected area strategy: Source; Author.</p> <p><strong>Conclusion </strong></p> <p>The balanced scorecard translates organizational vision to long term objectives that is operationalized into strategies (Kaplan and Norton, 1996). Wildlife conservation strategy on a balanced scorecard would measure beyond financial performance of protected areas in Ghana which is the core mandate and not revenue generation focus. The balanced scorecard as a management system, strategic management system and communication tool (Nivan, 2002) would present conservation strategy to employees and external stakeholders at the protected areas.&nbsp; Deep thinking and reflections to identify leverages (Gratton, 2007) in protected areas are required and park managers must provide leadership in its introduction.</p> <p>&nbsp;</p> <p>References</p> <p>Galavan, R. Murray, J. &amp; Markides, C. (Eds.) (2008). <em>Strategy, innovation and change: A challenge for management. </em>Oxford University Press, New York.</p> <p>Gratton, L. (2007). <em>Hot spots why some teams, workplaces, and organizations buzz with energy-and others don&rsquo;t</em>. Berrett-Koehler Publishers Inc. San Francisco.</p> <p>Jachmann, H. (2007). Monitoring law enforcement performance in nine protected areas in Ghana. <em>Biological Conservation</em>: <em>Science Direct</em>. Retrieved from: www.Elsevier.com.</p> <p>Kaplan, R.S. &amp; Norton, D.P. (1996). Using the balanced scorecard as strategic management system. <em>Harvard Business Review</em>, Product 4126.</p> <p>Larsen, P.B. (2006). <em>Reconciling indigenous peoples and protected areas: Rights, governance and equitable cost and benefit sharing</em> (Discussion Paper). IUCN: Gland. Retrieved from:http://cmsdata.iucn.org/downloads/iucn_reconciling_ip_an_pa.r</p> <p>Niven, P. R. (2002). <em>Balanced score card step-by-step: Maximizing performance and </em></p> <p><em>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; maintaining results.</em> John Wiley &amp; Sons, New York</p> <p>Schmidt-Soltau, K. (2003). Conservation-related resettlement in Central Africa: Environmental and social risks. <em>Development and Change 34 (</em>3). pp.525&ndash;551. Institute of Social Studies, Oxford.</p> <p>Schmidt-Soltau, K. &amp; Brockington, D (2007). Protected areas resettlement: What scope for voluntary relocation. <em>World Development 35, (</em>12). pp. 2182&ndash;2202. doi:10.1016/j.worlddev.2007.02.008</p> <p>Wildlife Division (2000). Wildlife Division policy on collaborative community based</p> <p>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; wildlife management. Author; <em>Accra.</em> Retrieved from: http://www.fcgh.org.</p>