Previous research has studied game achievement with focus on their forming elements, the taxonomic method based on design perspective, studying the relationship between their completion rate with factors including their name and average play time. This research focuses on creating a new taxonomic method on game achievements based on how they get triggered and using it to study the relationship between their completion rate and other factors with the help of data analysis. The result shows that game achievements reflect good intra-group consistency and inter-group differences after classification. And the analysis on their completion rate reveals that game achievement completion rates are correlated with game companies, platforms, their triggers, and player preferences.

Thesis advisor: Ana M. Martinez Alemán / Completion of a college degree has been highlighted as a prerequisite for opportunity (Obama White House Archives, February 24, 2009); necessary for a strong economy (Koropeckyj, et al., 2017). Yet, the rate of completion in the United States remains lower than desired, directing focus toward efforts to promote student success and degree attainment. Within this out-comes oriented climate, academic advising is often viewed solely in terms of its utilitarian value, a means for ushering students toward the final goal of college completion. Without a clear conceptualization of the role of academic advising within higher education, it will continue to be susceptible to political, institutional, and economic forces, making it difficult for either the practice or the scholarly field of study to progress. More importantly, the absence of clear theoretical foundation leaves the profession vulnerable, diminishing the potential to effectively support students. The dissertation will contribute to the theoretical literature on academic advising. Drawing on the work of Martin Heidegger (1927/1962) a contextually inclusive theory of academic advising is introduced, laying conceptual foundation in which interpretation is central, meaning and truth are iterative, and understanding is structured by the conditions of human existence. I maintain that effective academic advising involves recognition of how things have meaning, from where, within what context, and as impacted by the (dis)connections students have with others, over time. Such an attunement offers foundation for equitable practice, inclusive of all students, validating their experiences (Rendón, 1994; Rendón & Muñoz, 2011), identifying obstacles that might impede their performance (NACADA, 2022), allowing them to feel a sense of belonging (Strayhorn, 2018), and providing a space for students to experience meaningful accomplishment. Overall, the dissertation argues that academic advising ought to be educationally driven, learning-focused, concerned with student completion, and informed by an understanding of the human being, the individual student, as a contextualized interpreter. This theory points us to reconsider advising caseloads, training, and institutional information sharing, in an effort to support the interpretive processes necessary for effective academic advising. Moreover, it offers a space to think deeply about the nature of academic advising, what it ought to entail, and how to effectively support students. / Thesis (PhD) — Boston College, 2023. / Submitted to: Boston College. Lynch School of Education. / Discipline: Educational Leadership and Higher Education.

Extending an explicit result from Bridson–Conder–Reid, this work provides an algorithm for distinguishing finite quotients between cocompact triangle groups Δ ?and lattices Γ of constant curvature symmetric 2-spaces. Much of our attention will be on when these lattices are Fuchsian groups. We prove that it will suffice to take a finite quotient that is Abelian, dihedral, a subgroup of PSL(<i>n</i>,<b>F</b>_<i>q</i>) (for an odd prime power q), or an Abelian extension of one of these 3 groups. For the latter case, we will require and develop an approach for creating group extensions upon a shared finite quotient of Δ? and Γ which between them have differing degrees of smoothness. Furthermore, on the order of a finite quotient that distinguishes between ?Δ and Γ, we are able to establish an effective upperbound that is superexponential depending on the cone orders appearing in each group.<br>

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The purpose of this quantitative study was to determine if there were significant differences in student success in face-to-face and online biology courses as categorized by gender, major, and age; and as measured by lecture grades, lab grades, and final course grades. The data used for analyses included data from 170 face-to-face sections and 127 online sections from a biology course during the fall and spring semesters beginning fall 2008 through spring 2011. Researchers have reported mixed findings in previous studies juxtaposing online and face-to-face course delivery formats, from no significant differences to differences in grades, learning styles, and satisfaction levels. Four research questions guided this study with data analysis involving t-tests for independent groups and chi-square tests. This researcher noted significant differences in the results of this study: grades, success rates by gender, success rates by health and nonhealth majors, and nontraditional age (≥25) success rate were higher for students in the face-to-face courses; and the attrition rate was higher for students in the online course sections. There was no significant difference found in the success rate for traditional age (<25) students in the face-to-face sections compared to those in the online sections.

In this study the researcher's intent was to examine the initial academic goals and objectives of successful adult-degree completers in 4 baccalaureate-degree programs at East Tennessee State University. Although there has been much written about adult motivation to re-enter formal education, there have been few studies of adult students' goals as they entered degree-completion programs. The purpose of this study was to provide a framework for the understanding of the academic goals and objectives expressed by adult students as they were starting to return to college. Research questions that guided the study included exploration of student goals and objectives, an examination of differences among adult students' statements with regard to age, ethnicity, or gender, and an examination of differences in those statements of goals and objectives written over a range of years. An open an axial coding method was developed to analyze 637 statements written by degree-completion students who graduated between 1999 and 2008. Seven themes emerged among students' essays that describe those students' motivations to re-enter the university and their goals at the point of entry to those degree programs. First, students indicated they wanted to earn degrees. Second, some students identified trigger events that had prompted their return to the university. The third theme included professional goals and motivators that were included in students' statements of goals and objectives. Fourth, students cited personal motivators and goals for completing their undergraduate degrees. Fifth, students wrote about institutional barriers that led them to choose a degree-completion program over a more traditional model. Sixth, students wrote about attractive features of their respective adult-degree-completion programs. Seventh, students placed their learning in the context of a broader commitment to lifelong learning.

We investigate the ultraconnectivity condition on graphs, and provide further connections between critical and ultraconnected graphs in the positive definite partial matrix completion problem. We completely characterize when the join of graphs is ultraconnected, and prove that ultraconnectivity is preserved by Cartesian products. We completely characterize when adding a vertex to an ultraconnected graph preserves ultraconnectivity. We also derive bounds on the number of vertices which guarantee ultraconnectivity of certain classes of regular graphs. We give results from our exhaustive enumeration of ultraconnected graphs up to 11 vertices. Using techniques involving the Lovász theta parameter for graphs, we prove certain classes of graphs are critical (and hence ultraconnected) in the positive definite partial matrix completion problem.

Several studies using standardized tests have provided evidence for the presence of language disorders in persons with Multiple Sclerosis (MS) and have suggested that persons with MS may have language that is less complex. One aspect not thoroughly studied is that of syntactic complexity in naturalistic, conversational settings. The present study collected language samples from 10 adults with MS and 10 age-matched controls and compared scores on five quantitative measures derived from those samples. No significant differences were found between groups on any measure. This finding suggests that in mild cases of MS or during periods of remission, individuals may retain their ability to use complex language structures in naturalistic discourse.

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