128,844 research outputs found

    Jeremy Bentham, social criticism and levels of meaning

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    Published in an e-journal

    Novels in the Internet Age: “House of Leaves” and New Media’s Influence in Contemporary Fictional Literature

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    The now-ubiquitous nature of the Internet has changed the way we see the world, and these changes must be reflected in how we experience other media forms. Postmodern works such as Harry Mathew\u27s The Journalist have challenged the way we read and electronic literature like Steve Tomasula\u27s Toc have stretched the use of the digital to produce stories; but contemporary literature combines the medium and techniques of postmodern literature with the character of the digital. This project explores the influences of the characteristics and attitudes of the Internet medium as they are partially realized in Jonathan Safran Foer\u27s Extremely Loud and Incredibly Close and as they are fully realized in Mark Z. Danielewski\u27s House of Leaves. It reveals through these examples the focus on multimedia, connectivity, and interactivity imbued in the literary medium through consideration of the Internet-savvy reader. By examining the form and content of these texts, this study shows how literature can come to grips with a medium that may consider neither form nor content but instead motion, comparison, and experience

    A generalization of Vassiliev's planarity criterion

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    Motivated by his studies in knot theory V. Vassiliev introduced XX-graphs as regular 4-valent graph with a structure of pairs of opposite edges at each vertex. He conjectured the conditions under which XX-graph can be embedded into a plane respecting the the XX-structure at every vertex. The conjecture was proved by V.Manturov. Here we generalize these results for graphs with vertices of valency 4 or 6, *-graphs. A problem of such generalization was posted by A.Skopenkov

    Fushimi Inari in Daylight

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    The liberal Hegelianism of Edward Caird: or, how to transcend the social economics of Kant and the romantics

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    Purpose: The paper establishes that Edward Caird developed a distinctive form of liberal Hegelianism out of his critical responses to Kant, the romantic tradition of Rousseau, Goethe and Wordsworth and indeed Hegel himself. Design/methodology/approach: The paper presents a philosophical reconstruction of Caird's social economics that is based on a close reading of a very wide range of Caird's writings including his recently published lectures on social ethics and political economy. Findings: Caird's theory of historical development underpinned his writings on social economics. One of his greatest debts in this regard was to his interpretation of the romantics, which introduced a rich conception of higher human capacities into his critical analysis of capitalism. When combined with his critique of Kantian formalism, this led Caird towards Hegel. Yet, Caird's concerns regarding corporatism's stultifying tendencies led him to develop a dynamic form of liberal Hegelianism, which placed far greater trust than had Hegel in the ability of free conscientious citizens to restructure and enrich established social categories (classes, professions, gender roles and so on) and the system of nations which those categories helped to constitute. Practical implications: If Caird's liberal Hegelianism were to be adopted today, we could live in much freer, fairer and enriching communities than we do at present. Originality/value: Edward Caird has been wrongly neglected in intellectual histories of Anglo-American political theory, and while his writings on Kant's critical philosophy have received some scholarly attention, his critique of romanticism has never received the attention it deserves. This also draws on manuscripts that have been published only within the past five years, having been edited for the first time by the author of this paper

    What we leave behind: poetry, music, and Seamus Heaney

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    Seamus Heaney’s death in late summer, 2013, came as a shock and is now a residual sadness. I miss his guidance, his humanity, his humor. Heaney’s presence, through the poems, has been a richly-colored thread connecting each stage of my life—or at least of how I made sense of them. I sometimes think most everything I do is still stitched with his color (the color of a woodland in bloom). . .

    Geometric Bounds for Favard Length

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    Given a set in the plane, the average length of its projections over all directions is called Favard length. This quantity measures the size of a set, and is closely related to metric and geometric properties of the set such as rectifiability, Hausdorff dimension, and analytic capacity. In this paper, we develop new geometric techniques for estimating Favard length. We will give a short geometrically motivated proof relating Hausdorff dimension to the decay rate of the Favard length of neighborhoods of a set. We will also show that the sequence of Favard lengths of the generations of a self-similar set is convex; this has direct applications to giving lower bounds on Favard length for various fractal sets.Comment: 7 page
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