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The Extant Odes Of Pindar Greek Classics Brand New Copy Pindar (c. 522–443 BC), was an Ancient Greek lyric poet from Thebes. Of the canonical nine lyric poets of ancient Greece, his work is the best preserved. Quintilian wrote, "Of the nine lyric poets, Pindar is by far the greatest, in virtue of his inspired magnificence, the beauty of his thoughts and figures, the rich exuberance of his language and matter, and his rolling flood of eloquence, characteristics which, as Horace rightly held, make him inimitable." His poems however can also seem difficult and even peculiar. The Athenian comic playwright Eupolis once remarked that they "are already reduced to silence by the disinclination of the multitude for elegant learning". Some scholars in the modern age also found his poetry perplexing, at least up until the discovery in 1896 of some poems by his rival Bacchylides, when comparisons of their work showed that many of Pindar's idiosyncrasies are typical of archaic genres rather than of the poet himself. The brilliance of his poetry then began to be more widely appreciated. However his style still challenges the casual reader and he continues to be a much admired though largely unread poet.
This book highlights Ovid's influence on important later Latin authors writing from the fourth to the sixth centuries in Europe and Africa.
This volume explores the interaction of poetry and mathematics by looking at analogies that link them. The form that distinguishes poetry from prose has mathematical structure (lifting language above the flow of time), as do the thoughtful ways in which poets bring the infinite into relation with the finite. The history of mathematics exhibits a dramatic narrative inspired by a kind of troping, as metaphor opens, metonymy and synecdoche elaborate, and irony closes off or shifts the growth of mathematical knowledge. The first part of the book is autobiographical, following the author through her discovery of these analogies, revealed by music, architecture, science fiction, philosophy, and the study of mathematics and poetry. The second part focuses on geometry, the circle and square, launching us from Shakespeare to Housman, from Euclid to Leibniz. The third part explores the study of dynamics, inertial motion and transcendental functions, from Descartes to Newton, and in 20th c. poetry. The final part contemplates infinity, as it emerges in modern set theory and topology, and in contemporary poems, including narrative poems about modern cosmology.
A compelling investigation of the question of the male/female relationship, which is central to Ovid's works.
As an intricate association between a fungus and one or more green algae or cyanobacteria, lichens are one of the most successful examples of symbiosis. These fascinating organisms survive extreme desiccation and temperatures. They are adapted to a great variety of habitats, from deserts to intertidal zones, from tropical rain forests to the peaks of the Himalayas and to circumpolar ecosystems. Lichens are extremely efficient accumulators of atmospherically deposited pollutants, and are therefore widely used to monitor environmental pollution. Their wide range of secondary products show pharmaceutically interesting fungicidal, antibacterial and antiviral properties. Lichens are extremely difficult to culture. This manual provides well-tested tissue culture protocols, protocols for studying lichen ultrastructure, (eco)physiology, primary and secondary compounds, and for using lichens as bioindicators.