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*European Option *call option *Put option *Barrier Option *Monte Carlo Simulation (1)
-Second order partial derivative of with respect to spatial variable -Second order partial derivative of with respect to time variable (1)
1. FD Finite Difference 2. FDE Finite Difference Equations 3. GE Group Explicit 4. AGE Alternating Group Explicit 5. PR Peacman Rachford 6. DR Douglas RACHFORD 7. GER Group Explicit Right 8. GEL Group Explicit Lift 9. (S) Single 10. (D) Double 11. (S) AGE Single Alternative Group Explicit 12. (D) AGE Double Alternative Group Explicit 13. GEU Group Explicit with ungrouped 14. GEC Group Explicit with complete 15. LXW Lax-Wendroff 16. CN Crank-Nicolson 17. FD Finite Difference 18. RW Robert Weiss 19. Expl Explicit scheme (1)
: Optimal due-date, Lateness, processing time multiple, and flow shop problem. (1)
A renewable resource; Environmental Pollution; Harvesting, pollution control. (1)
Abstract Aside conservation of biodiversity through the establishment of park, the socio-cultural and economic impacts of parks on the lives of the communities neighbor to the park an inevitable. This thesis realized the social, the cultural and the economic impacts of the Maze National Park on the local communities neighboring to the park. It investigated the impacts of park on the occupations of the community, the changes on the forest products being benefited, the impacts of the park on the religious belief and practices of the community, the relationship between the park staff and the local community and it explored the outlooks of the local community towards the park through benefiting qualitative methods of focused group discussion, key informant interview, case study, observation and quantitative method (Survey). The establishment of the Maze national park was adversely affecting the local communities. The local community has been facing destruction of crops and killing of domestic animals because of hostility act of wild animals. Besides, it was also troubling the local community in reducing the size of farming land of the farmers by displacing the framers from the farming land for the park area. It also contributed in decreasing of the quantities of the forest products being benefited in volume and number of beneficiaries. Moreover, non- physical displacement through restriction from free access of resources from the park enabled the local community to move long distance to collect grass, farm tools and firewood. Further, the socio-cultural aspects like sacred and historical sites of the indigenous community were omitted when the demarcation of the park was undertaking which against the indigenous peoples’ freedom, their rights to property, as well as deprived of most of their fundamental human rights and freedoms. The Shuka Kore/The Big Tree of Scarifies /, the Bilbo Tsebala /the Bilbo Hot Water Spring/of indigenous peoples religious institutions and the Olla-kela/War defensing caves/ historical places attached to the Bodinanta clan have been transferred to the park area without consensus, discussion and participation in the side of the local community. Further, there were restrictions without the worrying of the socio-cultural importance of the socio-cultural institutions for the indigenous peoples that severely affected the religious affiliation of the followers. Besides, firing of the park by park administrator exposed the social-cultural assets for damage. These impacts contributed frequent conflict between the park and the local community as a result, the inhabiting community developed destructive attitude towards the park (1)
Academic achievement, Attitude, Performance, and Learning (1)
Agro-process model, Bi-level fuzzy goal programming, Dynamic inventory control, Recurrent neural network, Two-stage production, Water demand and supply conflict (2)
Alexandroff topology, Dynamical system, Finite topology, Functional Alexandroff topology. (1)
BCS=Boundary Conditions BD=Back Ward Difference BVP=Boundary Value Problems CD=Central Difference FDM=Finite Difference Method FDS=Forward Difference ICS=Initial Conditions LTE=Local TruncationError ODES=Ordinary Differential Equations PDES=Partial Differential Equations PPDE=Parabolic Partial Differential Equations DE=Differential Equation TE=Truncation Error 1D=One Dimension 2D=Two Dimension 3D=Three Dimension (2)

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