Colonialism radically transformed the cultures of colonized peoples, often rupturing Indigenous traditions and folklore. Whether creating colonial discourse, promoting orientalist literature, advocating western educational institutions, or through biased media representations, imperial powers systematically oppressed Indigenous and Native peoples. Subjugated communities, however, created, and still form postcolonial discourse from their knowledge systems. This discourse insists on Indigenous and Native culture as central to Indigenous and Native peoples identity. This study examines the postcolonial literature of three groups: Kānaka Maoli, African Americans, and Iraqis. The scope of this dissertation scrutinizes how folklore is employed as resistance in the postcolonial literature of Kānaka Maoli, African Americans, and Iraqis. Folklore as Resistance in Postcolonial Narratives and Cultural Practices: Hawaiian, African American, and Iraqi focuses on the centrality of folklore and cultural histories in the literature of these three groups. Kānaka Maoli emphasize the mo’olelo (hi/story) in their literature. Moʻolelo acts not only as a means to pass down hi/story and culturally significant stories from generation to generation (a genealogy) but also as a mode of resistance to hegemonic and imperial powers. Moʻolelo are not merely legends or myths; instead, they represent ancestral knowledge and connection to Kānaka history. Kānaka Maoli claim and revive ancestral moʻolelo in their literature and cultural performance to illuminate their relationship to place, ʻāina, and their country, the Hawaiian Kingdom. In this work, Dhiffaf al-Shwillay suggests that there are similar tendencies in the literature of Kānaka Maoli, African American, and Iraqis. The folklore and literature of these groups signify the histories of oppression and/or colonization and its aftermath. Al-Shwillay finds that Kānaka Maoli, African American, and Iraqi folklore in literature can be read as resistance to orientalism, oppression, and stereotyping. Following the trajectory of the historical and cultural context for the literary productions of these three communities, she offers analysis and reading of Sage Takehiro, Dana Naone Hall, Haunani-Kay Trask, Brandy Nālani McDougall, Zora Neale Hurston, Badr Shakir al-Sayyab, and Selim Matar. This dissertation concludes by emphasizing the dynamic political and cultural value of moʻolelo and folklore in postcolonial narratives. Al-Shwillay asserts that literature that draws upon folklore and cultural histories transmits evidence of oppressive powers and, crucially, resistance. In this mode of examination of postcolonial literature, al-Shwillay asserts that folklore records the resistance of peoples through their literary production. Folklore carries the knowledge of ancestors, cultural, and history.
Carbonate reservoirs are an essential source of hydrocarbons worldwide, and their petrophysical properties play a crucial role in hydrocarbon production. Carbonate reservoirs' most critical petrophysical properties are porosity, permeability, and water saturation. A tight reservoir refers to a reservoir with low porosity and permeability, which means it is difficult for fluids to move from one side to another. This study's primary goal is to evaluate reservoir properties and lithological identification of the SADI Formation in the Halfaya oil field. It is considered one of Iraq's most significant oilfields, 35 km south of Amarah. The Sadi formation consists of four units: A, B1, B2, and B3. Sadi A was excluded as it was not filled with h
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The study seeks the relationship between the mathematical-procedural Knowledge and the logical-mathematical intelligence among students at the third stage in mathematics department. To this end, three questions were arisen: what is the level of mathematical-procedural Knowledge among the third stage students in mathematics department regarding their gender? Do male or female students have more logical-mathematical intelligence and are there significant differences base on their gender? What kind of correlation is between the level of mathematical-procedural Knowledge and the logical-mathematical intelligence of male and female students in the third stage in the mathematics department? A sample of (75) male and female students at the thir
... Show MorePore pressure means the pressure of the fluid filling the pore space of formations. When pore pressure is higher than hydrostatic pressure, it is named abnormal pore pressure or overpressure. When abnormal pressure occurred leads to many severe problems such as well kick, blowout during the drilling, then, prediction of this pressure is crucially essential to reduce cost and to avoid drilling problems that happened during drilling when this pressure occurred. The purpose of this paper is the determination of pore pressure in all layers, including the three formations (Yamama, Suliay, and Gotnia) in a deep exploration oil well in West Qurna field specifically well no. WQ-15 in the south of Iraq. In this study, a new appro
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The aim of this paper is to derive a posteriori error estimates for semilinear parabolic interface problems. More specifically, optimal order a posteriori error analysis in the - norm for semidiscrete semilinear parabolic interface problems is derived by using elliptic reconstruction technique introduced by Makridakis and Nochetto in (2003). A key idea for this technique is the use of error estimators derived for elliptic interface problems to obtain parabolic estimators that are of optimal order in space and time.
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Objective: The study aimed to screen the prepubertal children for idiopathic scoliosis at earlier stages, and find
out the relationship between idiopathic scoliosis and demographic data such as age, sex, body mass index,
heavy backpacks, and heart & lung diseases.
Methodology: A descriptive study was conducted on screening program for prepubertal children in primary
schools at Baghdad city, starting from 24th of February to the end of October 2010. Non- probability
(purposive) sample of 510 prepubertal children were chosen from primary schools of both sides of Al-Karkh
and Al-Russafa sectors. Data was collected through a specially constructed questionnaire format include (24)
items multiple choice questions, and
The purpose of this paper is to find the best multiplier approximation of unbounded functions in –space by using some discrete linear positive operators. Also we will estimate the degree of the best multiplier approximation in term of modulus of continuity and the averaged modulus.
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