Showing 5621 - 5630 of 5713 Items
Rebellion as an Approach to Life in the Work of Albert Camus Access to this record is restricted to members of the Bowdoin community. Log in here to view.
- Restriction End Date: 2027-06-01
Date: 2022-01-01
Creator: Emily Ruth Staten
Access: Access restricted to the Bowdoin Community
Minor, Ugly, and Meta: Feelings in Contemporary Korean American Literature
Date: 2022-01-01
Creator: Kyubin Kim
Access: Open access
- In 2019, Korean American writer Cathy Park Hong published her memoir Minor Feelings: An Asian American Reckoning in the midst of a turning point in Asian American politics. Hong describes minor feelings as “emotions that are negative, dysphoric, and therefore untelegenic, built from the sediments of everyday racial experience and the irritant of having one’s perception of reality constantly questioned or dismissed.” Used as a concept to summate the Asian American experience in white America as living in a country where one’s reality is constantly questioned and made invisible, minor feelings forges an affective framework to study minoritized, diasporic literature. My project enriches Hong’s “minor feelings” by studying Korean American literature through a transnational and multimedia lens, considering how Korea’s colonial history and nation-building play roles in emoting Korean American self-realities. I structurally model my project after Sianne Ngai’s Ugly Feelings, split into four chapters, each focusing on one affect: shame, anger, han, and love. My project follows and documents the contemporary shifts occurring in Korean Americana, in how they perceive collective racial and diasporic identity, the intersectionality of layered identities, and the younger generations’ call for coalition. Since Korean American affects often are studied as an afterthought to Korean affects, my project retains a focus on the Korean American experience, recentering members of a diaspora whose globalizing homeland’s triumphs may eclipse their minor, invisible realities in America.
Nuevas posibilidades para la subjetividad feminista en la literatura del Cono Sur
Date: 2022-01-01
Creator: Kate Elizabeth Tapscott
Access: Open access
- ¿Cómo es que se puede escapar verdaderamente de la opresión patriarcal? Esta investigación aborda a través de un análisis de la literatura de escritoras del Cono Sur el asunto complicado de la liberación bajo un sistema en constante mutación. En el primer capítulo, a partir de aportes teóricos de Freud, Josefina Ludmer y Homi Bhabha entre otros, analizo cuentos de Jorge Luis Borges, Silvina Ocampo, y Clarice Lispector cuyas protagonistas intentan resistir su condición de víctima con diversos grados de éxito. En el capítulo que sigue, exploro una tendencia reciente en la literatura de escritoras del Cono Sur que incorpora elementos del horror y lo gótico para desestabilizar una cosmovisión humanista y patriarcal. Incorporando la teoría de Gabriel Giorgi, Rosi Braidotti, y Julieta Yelin, investigo los efectos que los animales, los cuerpos, y la materia tienen en la expansión de la agencia feminista y discuto si ofrecen o no nuevas e inesperadas posibilidades para resistir el sistema.
LE VAL ET LE CADRE : ESPACES MORTIVITAUX DE RIMBAUD ET DE MOUAWAD Access to this record is restricted to members of the Bowdoin community. Log in here to view.
Date: 2021-01-01
Creator: Dylan J. Bess
Access: Access restricted to the Bowdoin Community
A Comprehensive Survey on Functional Approximation
Date: 2022-01-01
Creator: Yucheng Hua
Access: Open access
- The theory of functional approximation has numerous applications in sciences and industry. This thesis focuses on the possible approaches to approximate a continuous function on a compact subset of R2 using a variety of constructions. The results are presented from the following four general topics: polynomials, Fourier series, wavelets, and neural networks. Approximation with polynomials on subsets of R leads to the discussion of the Stone-Weierstrass theorem. Convergence of Fourier series is characterized on the unit circle. Wavelets are introduced following the Fourier transform, and their construction as well as ability to approximate functions in L2(R) is discussed. At the end, the universal approximation theorem for artificial neural networks is presented, and the function representation and approximation with single- and multilayer neural networks on R2 is constructed.