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Mathematics in literature. --- Mathematics. --- Math --- Science
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Mathematics in literature --- Dante Alighieri --- Knowledge --- Mathematics.
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Mathematics --- Mathematics in art --- Mathematics in literature
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Poetry and mathematics might seem to be worlds apart. Nevertheless, a number of Greek and Roman poets incorporated counting and calculation within their verses. Setting the work of authors such as Callimachus, Catullus and Archimedes in dialogue with the less well-known isopsephic epigrams of Leonides of Alexandria and the anonymous arithmetical poems preserved in the Palatine Anthology, the book reveals the various roles that number played in ancient poetry. Focussing especially on counting and arithmetic, Max Leventhal demonstrates how the discussion, rejection or enacting of these two operations was bound up with wider conceptions of the nature of poetry. Practices of composing, reading, interpreting and critiquing poetry emerge in these texts as having a numerical component. The result is an illuminating new way of approaching Greek and Latin poetry - and one that reaches across modern disciplinary divisions.
Greek poetry --- Latin poetry --- Mathematics in literature. --- History and criticism.
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From teleportation and space elevators to alien contact and interstellar travel, science fiction and fantasy writers have come up with some brilliant and innovative ideas. Yet how plausible are these ideas--for instance, could Mr. Weasley's flying car in the Harry Potter books really exist? Which concepts might actually happen, and which ones wouldn't work at all? Wizards, Aliens, and Starships delves into the most extraordinary details in science fiction and fantasy--such as time warps, shape changing, rocket launches, and illumination by floating candle--and shows readers the physics and math behind the phenomena. With simple mathematical models, and in most cases using no more than high school algebra, Charles Adler ranges across a plethora of remarkable imaginings, from the works of Ursula K. Le Guin to Star Trek and Avatar, to explore what might become reality. Adler explains why fantasy in the Harry Potter and Dresden Files novels cannot adhere strictly to scientific laws, and when magic might make scientific sense in the muggle world. He examines space travel and wonders why it isn't cheaper and more common today. Adler also discusses exoplanets and how the search for alien life has shifted from radio communications to space-based telescopes. He concludes by investigating the future survival of humanity and other intelligent races. Throughout, he cites an abundance of science fiction and fantasy authors, and includes concise descriptions of stories as well as an appendix on Newton's laws of motion. Wizards, Aliens, and Starships will speak to anyone wanting to know about the correct--and incorrect--science of science fiction and fantasy.
Fantasy literature --- Science fiction --- Physics in literature. --- Mathematics in literature. --- Physics --- Mathematics --- History and criticism.
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Poetry and mathematics might seem to be worlds apart. Nevertheless, a number of Greek and Roman poets incorporated counting and calculation within their verses. Setting the work of authors such as Callimachus, Catullus and Archimedes in dialogue with the less well-known isopsephic epigrams of Leonides of Alexandria and the anonymous arithmetical poems preserved in the Palatine Anthology, the book reveals the various roles that number played in ancient poetry. Focussing especially on counting and arithmetic, Max Leventhal demonstrates how the discussion, rejection or enacting of these two operations was bound up with wider conceptions of the nature of poetry. Practices of composing, reading, interpreting and critiquing poetry emerge in these texts as having a numerical component. The result is an illuminating new way of approaching Greek and Latin poetry – and one that reaches across modern disciplinary divisions.
Greek poetry --- Latin poetry --- Mathematics in literature. --- Numbers in literature --- History and criticism.
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Kulturgeschichte --- Literatur und mathematik --- German literature --- Mathematics and literature. --- Mathematics in literature. --- History and criticism.
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Mathematics in literature. --- Russian literature --- History and criticism. --- Florenskiĭ, P. A., --- Khlebnikov, Velimir, --- Kharms, Daniil,
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Modernism in mathematics this unusual notion turns out to provide a new perspective on central questions in and beyond literary modernism. Contrasting 'mathematical fictions' from and about the heyday of mathematical modernism, this book relates literary engagements with mathematical modernism to the wider context of modernist critiques of Enlightenment values and postmodern reassessments of modernist patterns. The analysis of canonical works by Thomas Pynchon, Hermann Broch, and Robert Musil demonstrates how mathematics is accorded a central role as a particularly telling indicator of modernist transformations, and how imaginative illustrations contribute to establishing mathematics as part of modernist culture. In its interdisciplinary exploration of modernist interrelations between the surprisingly closely related fields of mathematics and literature, the book draws on prose works by mathematicians, research in the history and philosophy of mathematics, and literary scholarship.
Mathematics and literature. --- Mathematics in literature. --- Mathematik. --- Modernism (Literature). --- Broch, Hermann, --- Musil, Robert, --- Pynchon, Thomas,
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