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597084 results in Series

Page 111 of 29855

  • Chapter 1 - Prophetic Temporality and Apocalyptic Grief

  • Laura Fox Gill, University of Lincoln
  • Book:
    John Milton in Nineteenth-Century Literature and Visual Culture
    Published online:
    10 March 2026
    Print publication:
    30 April 2026, pp 23-60

  • Summary

    Chapter 1 argues that apocalyptic images and texts from the late Romantic period onwards respond to John Milton’s poetic treatment of temporality and grief in Paradise Lost, focusing on Mary Shelley’s apocalypse novel The Last Man. Shelley’s work, a project of revivification and memorialisation, challenges more conventional public narratives by embracing fragmentation and combining personal loss and universal catastrophe. In doing so, the novel draws on Milton’s epic, especially Adam’s prophetic vision after the fall. Shelley’s writings, including her letters, journals and Frankenstein, are read alongside John Martin’s apocalypse paintings and mezzotint illustrations of Paradise Lost. The chapter begins by positioning Shelley’s novel as a shared intertext for Martin’s The Last Man and Louis Édouard Fournier’s The Funeral of Shelley, both housed in the Walker Art Gallery, Liverpool. It argues that Martin’s Paradise Lost illustrations more closely parallel Shelley’s literary response to Milton: both recreate Milton’s prophetic temporality and express apocalyptic grief through reference to darkness and light.

Spectra of Discrete Structures
  • Jürgen Jost, Raffaella Mulas, Dong Zhang
  • Coming soon
  • Expected online publication date:
    April 2026
    Print publication:
    14 May 2026
  • Addressing the active and challenging field of spectral theory, this book develops the general theory of spectra of discrete structures, on graphs, simplicial complexes, and hypergraphs. In fact, hypergraphs have long been neglected in mathematical research, but because of the discovery of Laplace operators that can probe their structure, and their manifold applications from chemical reaction networks to social interactions, they have now become one of the most active areas of interdisciplinary research. The authors' analysis of spectra of discrete structures embeds intuitive and easily visualized examples, which are often quite subtle, within a general mathematical framework. They highlight novel research on Cheeger-type inequalities that connect spectral estimates with the geometry, more precisely the cohesion, of the underlying structure. Establishing mathematical foundations and demonstrating applications, this book will be of interest to graduate students and researchers in mathematics working on the spectral theory of operators on discrete structures.

Page 111 of 29855