BEGIN:VCALENDAR
PRODID:-//Grails iCalendar plugin//NONSGML Grails iCalendar plugin//EN
VERSION:2.0
CALSCALE:GREGORIAN
METHOD:PUBLISH
BEGIN:VEVENT
DTSTAMP:20260415T031609Z
DTSTART;TZID=Europe/London:20260801T234500
DTEND;TZID=Europe/London:20260801T234500
SUMMARY:CFP for a Special Issue of Angelaki: Khôra
UID:20260415T115637Z-iCalPlugin-Grails@philevents-web-f5d4878dd-x5n6c
TZID:Europe/London
DESCRIPTION:<p><strong>Call for papers for a Special Issue of Angelaki: Journal of the Theoretical Humanities</strong></p>\n<p><img style="margin-left: 0px\; margin-top: 0px\;" 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" alt="A red and white logo with a white text\n\nDescription automatically generated" width="147" height="126" /></p>\n<p><strong>Kh&ocirc\;ra</strong></p>\n<p><strong>(preliminary title)</strong></p>\n<p><strong>Editors: Nicholas Birns and Marina Christodoulou</strong></p>\n<p><em>For a pdf of the full Call see:&nbsp\;https://www.academia.edu/164922361/CFP_for_a_Special_Issue_of_Angelaki_Kh&ocirc\;ra</em></p>\n<p>This special issue (33.5) invites contributions that revisit the concept of kh&ocirc\;ra\, introduced in Plato&rsquo\;s Timaeus as a &ldquo\;third kind&rdquo\; beyond being and becoming\, a matrix\, a receptacle\, and reinterpreted in contemporary philosophy\, most notably by Derrida. Situated between presence and absence\, intelligibility and materiality\, kh&ocirc\;ra resists stable categorization while remaining indispensable for thinking space\, inscription\, and receptivity. We seek papers that engage kh&ocirc\;ra across disciplines\, exploring its implications for spatial theory\, media\, politics\, ecology\, and aesthetics\, as well as its limits and possible reconfigurations today.</p>\n<p><strong><br></strong></p>\n<p>Contributors are encouraged to explore the following subjects\, as already apparent in the presentation/argumentaire of the edited volume\, however these are not exclusive (an indicative non-exhaustive bibliography that might give some directions is included in the end):&nbsp\;</p>\n<p><strong><br></strong></p>\n<ul>\n<li>\n<p>Platonic interpretations\, as well as pre-platonic and later antique&nbsp\; (i.e. Neoplatonist \, e.g. Plotinus) references and interpretations</p>\n</li>\n<li>\n<p>Potential later uses and mentions of the term\, e.g. in Byzantine\, Roman\, and Medieval texts</p>\n</li>\n<li>\n<p>Modern and Contemporary uses\, mentions\, studies\, interpretations of the term: e.g. Spinoza\, Leibniz\, Schelling&rsquo\;s commentary on the Timaeus\, Bergson\, Heidegger\, Phenomenology (Husserl\, Richir\, etc.)\, Whitehead\, Derrida\, Deleuze\, Feminism (Grosz\, Irigaray\, Kristeva\, etc.)\,&nbsp\; John Sallis\, Aesthetics (e.g. in Arts\, Performance and Architecture).</p>\n</li>\n<li>\n<p>Accounts from Charles Taylor\,&nbsp\; John Caputo\, Richard Kearney\, other post-secular thinkers.&nbsp\;</p>\n</li>\n<li>\n<p>Non-western equivalent terms/concepts/ideas\, or usages and interpretations\, in Hindu or Buddhist philosophy or elsewhere\, as for example in Nishida Kitarō\, or in Indigenous cultures.</p>\n</li>\n<li>\n<p>Kh&ocirc\;ra and digital space / AI</p>\n</li>\n<li>\n<p>Kh&ocirc\;ra in architecture or urban studies</p>\n</li>\n<li>\n<p>Kh&ocirc\;ra and/in feminist philosophy\, especially as applied to the limits and fault lines of gender.&nbsp\;</p>\n</li>\n<li>\n<p>Kh&ocirc\;ra and decolonial spatial theory</p>\n</li>\n<li>\n<p>Kh&ocirc\;ra in literature or visual art\, especially accounts of place or materiality in literature.&nbsp\;</p>\n</li>\n<li>\n<p>Kh&ocirc\;ra and affect / embodiment</p>\n</li>\n<li>\n<p>Kh&ocirc\;ra and environmental thought\, especially in terms of the idea of the ground.&nbsp\;</p>\n</li>\n<li>\n<p>Animal Studies</p>\n</li>\n<li>\n<p>Object oriented ontology</p>\n</li>\n<li>\n<p>Kh&ocirc\;ra and psychology/subjectivity&nbsp\;</p>\n</li>\n</ul>\n<p><strong><br></strong></p>\n<p>Chapters shall be 5000-8500 (max) words\, inclusive of bibliography and notes.</p>\n<p><strong><br></strong></p>\n<p>Contributions can include the following: original essays\, interviews\, and &ldquo\;review articles&rdquo\; (Angelaki does not accept standard book reviews though). Translations to English will be taken into account\, as long as the responsibility for producing work of publishable quality in the English language lies with the author.</p>\n<p><strong><br></strong></p>\n<p>The Special Issue will also be published as a monograph-type book by Routledgein theAngelaki: New Work in the Theoretical Humanities - book series.</p>\n<p><strong><br><br></strong></p>\n<p>Please submit a title and an abstract/brief-outline proposals of between 300-800 words. Additionally\, please include an up-to-date curriculum vitae (CV). The deadline for submissions is 01 August\, 2026. Please send your materials to Nicholas Birns (nb2003@nyu.edu) and Marina Christodoulou (marina.n.christodoulou@gmail.com)\, who can also address any inquiries you may have.&nbsp\;</p>\n<p><strong><br></strong></p>\n<p>The timeline is below:</p>\n<p><strong><br></strong></p>\n<p>01 August\, 2026 &ndash\; Abstracts/brief outlines due from CFP</p>\n<p>September 15\, 2026 &ndash\; Notification of Preliminary Acceptance of Proposals or Rejection</p>\n<p>September 15\, 2027 &ndash\; Completed Manuscripts Due\, Editorial Reviews Start&nbsp\;</p>\n<p>January 15\, 2028 &ndash\; Editorial Reviews Completed</p>\n<p>March 01\, 2028 &ndash\; Revisions Completed\, Final Manuscript Submission\, Final Approval of Manuscripts</p>\n<p>May 15\, 2028 &ndash\; Delivery of material to Angelaki. Beginning of Production Process (Copy Edits and Proofs)</p>\n<p>September 2028 &ndash\; Special Issue Publication Online</p>\n<p>2029 &ndash\; Republication in the Routledge Book Series</p>\n<p><strong><br><br></strong></p>\n<p>Angelaki: Journal of the Theoretical Humanities</p>\n<p>Angelaki homepage</p>\n<p>Angelaki facebook</p>\n<p>Angelaki Humanities - book series</p>\n<p>Angelaki: New Work in the Theoretical Humanities - book series</p>\n<p><em>For a pdf of the full Call see:&nbsp\;https://www.academia.edu/164922361/CFP_for_a_Special_Issue_of_Angelaki_Kh&ocirc\;ra</em></p>
ORGANIZER:
METHOD:PUBLISH
END:VEVENT
END:VCALENDAR
