
Literary Mathematics
Description
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Student-friendly and accessible, the book advances this argument through case studies drawn from the Early English Books Online corpus. Gavin shows how a copublication network of printers and authors reveals an uncannily accurate picture of historical periodization; that a vector-space semantic model parses historical concepts in incredibly fine detail; and that a geospatial analysis of early modern discourse offers a surprising panoramic glimpse into the period's notion of world geography. Across these case studies, Gavin challenges readers to consider why corpus-based methods work so effectively and asks whether the successes of formal modeling ought to inspire humanists to reconsider fundamental theoretical assumptions about textuality and meaning. As Gavin reveals, by embracing the expressive power of mathematics, scholars can add new dimensions to digital humanities research and find new connections with the social sciences.
Reviews / Votes
"Literary Mathematics is a new kind of book. A project of this scope is guaranteed to be controversial, but everyone interested in literary history will find it worth their time."-Ted Underwood, University of Illinois Urbana-Champaign "This book is a timely, well-reasoned, and readable contribution to digital humanities and literary studies. Literary Mathematics will help guide the next generation of researchers in quantitative approaches to historical and literary texts."-Mel Evans, University of Leeds "Theoretically, historically, and critically informed, this is the most ambitious, and practical, book I know on the computational revolution in literary studies."-Jonathan Hope, Arizona State University "With Literary Mathematics, Gavin achieves what he sets forth to do: demonstrate quantitative models that can be used to describe the relationships between a corpus and its source texts, facilitating insights into the culture from which these historical documents emerged. Gavin's call for 'a curious spirit' that brings 'creative, rather than merely critical, thinking' is a welcome approach. Gavin takes risks in his corpus-level analyses and asks scholars to join him by looking at thousands of texts with an openness to the possibilities of what they may find."-Mary Learner, H-Sci-Med-Tech "Gavin's approach will be of great value to those who have been witnessing the debate about digital humanities as a set of methods.... Literary mathematics, not just in the sense of a title, is very likely to be seen as a concept that anchors contemporary debates and trends in digital humanities in replacing computers and digital technology with math as a site of meaning making."-Soni Wadhwa, South Atlantic Review "In his monograph Michael Gavin presents an insightful introduction into the application of mathematical analysis in literary corpus studies."-Katrin Dennerlein, Jahrbuch fuer KommunikationsgeschichteMore details
Other editions
Additional editions


Person
Content
1. Networks and the Study of Bibliographical Metadata
2. The Computation of Meaning
3. Conceptual Topography
4. Principles of Literary Mathematics
Conclusion: Similar Words Tend to Appear in Documents with Similar Metadata
System requirements
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File format: PDF
Copy-Protection: Adobe-DRM (Digital Rights Management)
System requirements:
- Computer (Windows; MacOS X; Linux): Install the free reader Adobe Digital Editions prior to download (see eBook Help).
- Tablet/smartphone (Android; iOS): Install the free app Adobe Digital Editions or the app PocketBook before downloading (see eBook Help).
- E-reader: Bookeen, Kobo, Pocketbook, Sony, Tolino and many more (only limited: Kindle).
The file format PDF always displays a book page identically on any hardware. This makes PDF suitable for complex layouts such as those used in textbooks and reference books (images, tables, columns, footnotes). Unfortunately, on the small screens of e-readers or smartphones, PDFs are rather annoying, requiring too much scrolling.
This eBook uses Adobe-DRM, a „hard” copy protection. If the necessary requirements are not met, unfortunately you will not be able to open the eBook. You will therefore need to prepare your reading hardware before downloading.
Please note: We strongly recommend that you authorise using your personal Adobe ID after installation of any reading software.
For more information, see our eBook Help page.