277 research outputs found

    Slobodan Simić: an appreciation

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    Slobodan Simic had many interests and many friends. Doubtless each of his 66 co-authors has a story to tell, but here we can offer only our own personal perspectives

    Reading of selected poetry

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    2007 U.S. Poet Laureate Charles Simic, the author of eighteen collections of poetry, is also an essayist, translator, editor, and professor emeritus of creative writing and literature at the University of New Hampshire. He won the Pulitzer Prize in 1990 for his book of prose poems The World Doesn\u27t End, and his 1996 collection, Walking the Black Cat, was a finalist for the National Book Award for Poetry. His most recent poetry volume is That Little Something (2008). Simic held a MacArthur Fellowship from 1984-1989, and has also held fellowships from the Guggenheim Foundation and the NEA. In 2007, the same day he was appointed Poet Laureate, Simic received the Wallace Stevens Award from the Academy of American Poets for outstanding and proven mastery in the art of poetry

    Reading of selected poetry

    No full text
    2007 U.S. Poet Laureate Charles Simic, the author of eighteen collections of poetry, is also an essayist, translator, editor, and professor emeritus of creative writing and literature at the University of New Hampshire. He won the Pulitzer Prize in 1990 for his book of prose poems The World Doesn\u27t End, and his 1996 collection, Walking the Black Cat, was a finalist for the National Book Award for Poetry. His most recent poetry volume is That Little Something (2008). Simic held a MacArthur Fellowship from 1984-1989, and has also held fellowships from the Guggenheim Foundation and the NEA. In 2007, the same day he was appointed Poet Laureate, Simic received the Wallace Stevens Award from the Academy of American Poets for outstanding and proven mastery in the art of poetry

    Assessing drive tourists' preferences and motivations: A case study of Bella Coola, British Columbia

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    The objectives of this research were to: 1) Gain an understanding of the drive tourism market in the Bella Coola Valley and particularly visitors’ characteristics, length of stay, and behaviour whilst in the valley. This would be done by implementing a quantitative self completed survey. 2) Trial a qualitative research tool which will seek to explore the psychographic profiles of the RV market. This research tool would consist of in-depth, open ended interviews and focus groups.Final Report of Findings. -- Prepared by Dr. Anne Hardy and Jovan Simic, Resource Recreation and Tourism Program, University of Northern British Columbia, for: BC Ferries, Central Coast Regional District, Bella Coola Valley Tourism, BC Real Estate Partnering Fun

    Ivana Milojevic, 'Breathing: Violence In, Peace Out', Brisbane: University of Queensland Press, 2013, ISBN 9 7807 0224 9693, 296 pp., $39.95

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    This is a rare type of book that interweaves personal narrative with critical commentary on violent conflict and the possibilities of peace. The author, while reflective and mindful of her narrative, does not shy away from the bite of reality. As she says in the introduction:Full Tex

    Myth Revisited in The World Doesn’t End, by Charles Simic

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    Este artículo realiza un acercamiento al libro de poemas en prosa The World Doesn’t End, del poeta serbio-norteamericano Charles Simic. En el poemario se advierten dos rasgos fundamentales que contribuyen a configurar la visión del mundo que Simic desarrolla a lo largo de su extensa producción: por un lado, la creación de un universo de ribetes surrealistas y, por otro, una nostalgia por el pasado como tiempo perdido, recuperable solamente a través de la imaginación. The World Doesn’t End, publicado en Estados Unidos en 1990, fue traducido al español por Mario Lucarda en España, y ha llegado nuestro país solamente mediante versiones de algunos de los poemas en prosa en publicaciones periódicas. Es por eso que se propone, al final del artículo, una breve selección de textos traducidos al español, para contribuir a la difusión de este autor que manifiesta, con su obra, una de las múltiples voces de la poesía norteamericana contemporánea.This article analyzes Serbian-American author Charles Simic’s prose poems in The World Doesn’t End.The book shows two traits which help transmit Simic’s view of the world: on the one hand, his surrealistic imagery and, on the other, a certain nostalgia for the past as a time that can be recovered through the imagination. The World Doesn’t End was first published in the U.S.A. In 1990, and later translated into Spanish by Mario Lucarda, in Spain. The poems in this book can be found in Argentina only partially, in some journals and magazines. That is why at the end of this article there is a brief selection with translations of our own, in order to make Simic’s poetry accessible to Argentine readers, who will gain further insight into the multiple voices of contemporary American poetry.Fil: Raggio, Marcela. CONICET (Consejo Nacional de Investigaciones Científicas y Técnicas) - Universidad Nacional de Cuy

    Eigenvalue bounds for the signless laplacian

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    We extend our previous survey of properties of spectra of signless Laplacians of graphs. Some new bounds for eigenvalues are given, and the main result concerns the graphs whose largest eigenvalue is maximal among the graphs with fixed numbers of vertices and edges. The results are presented in the context of a number of computer-generated conjectures

    Graphs with least eigenvalue -2: ten years on

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    The authors' monographSpectral Generalizations of Line Graphswas published in 2004, following the successful use of star complements to complete the classification of graphs with least eigenvalue −2. Guided by citations of the book, we survey progress in this area over the past decade. Some new observations are included

    Resultados espectrais relacionados com a estrutura dos grafos

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    Doutoramento em MatemáticaNesta tese são estabelecidas novas propriedades espectrais de grafos com estruturas específicas, como sejam os grafos separados em cliques e independentes e grafos duplamente separados em independentes, ou ainda grafos com conjuntos (κ,τ)-regulares. Alguns invariantes dos grafos separados em cliques e independentes são estudados, tendo como objectivo limitar o maior valor próprio do espectro Laplaciano sem sinal. A técnica do valor próprio é aplicada para obter alguns majorantes e minorantes do índice do espectro Laplaciano sem sinal dos grafos separados em cliques e independentes bem como sobre o índice dos grafos duplamente separados em independentes. São fornecidos alguns resultados computacionais de modo a obter uma melhor percepção da qualidade desses mesmos extremos. Estudamos igualmente os grafos com um conjunto (κ,τ)-regular que induz uma estrela complementar para um valor próprio não-principal .Aleˊmdisso,eˊmostradoque. Além disso, é mostrado que =κ-τ. Usando uma abordagem baseada nos grafos estrela complementares construímos, em alguns casos, os respectivos grafos maximais. Uma caracterização dos grafos separados em cliques e independentes que envolve o índice e as entradas do vector principal é apresentada tal como um majorante do número da estabilidade dum grafo conexo.In this thesis new spectral properties of graphs with a specific structure (as split graphs, nested split and double split graphs as well as graphs with (κ,τ)-regular sets) are deduced. Some invariants of nested split graphs are studied in order to bound the largest eigenvalue of signless Laplacian spectra. The eigenvalue technique is applied to obtain some lower and upper bounds on the index of signless Laplacian spectra of nested split graphs as well as on the index of double nested graphs. Computational results are provided in order to gain a better insight of quality of these bounds. The graphs having a (κ,τ)-regular set which induces a star complement for a non-main eigenvalue arestudied.Furthermore,itisshownthat are studied. Furthermore, it is shown that = κ-τ. By the star complement technique, in some cases, maximal graphs with desired properties are constructed. A spectral characterization of families of split graphs involving its index and the entries of the principal eigenvector is given as well as an upper bound on the stability number of a connected graph
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