Work

Differential Equations in Literature, Poetry and Film

Public Deposited

Default work thumbnail

Published as:Koss, Lorelei. Differential Equations in Literature, Poetry and Film. Journal of Mathematics and the Arts 9, no. 1-2 (2015): 1-16. For more information on the published version, visit Taylor and Francis's Website.

This paper investigates how differential equations models have been used to study works in literature, poetry and film. We present applications to works by William Shakespeare, Francis Petrarch, Ray Bradbury, Herman Melville, Ridley Scott and others, as well as applications to Greek mythology and the Bible. This paper gives a range of useful examples for teaching, and we discuss how these models have been used in the classroom.


MLA citation style (9th ed.)

Koss, Lorelei. Differential Equations In Literature, Poetry and Film. . 2015. dickinson.hykucommons.org/concern/generic_works/d2d27182-cb25-4823-9a95-7c58d7ae899f.

APA citation style (7th ed.)

K. Lorelei. (2015). Differential Equations in Literature, Poetry and Film. https://dickinson.hykucommons.org/concern/generic_works/d2d27182-cb25-4823-9a95-7c58d7ae899f

Chicago citation style (CMOS 17, author-date)

Koss, Lorelei. Differential Equations In Literature, Poetry and Film. 2015. https://dickinson.hykucommons.org/concern/generic_works/d2d27182-cb25-4823-9a95-7c58d7ae899f.

Note: These citations are programmatically generated and may be incomplete.

Relations

In Collection: