Risultati di "Edwin Abbott Abbott" in Tutte le categorie

Flatlandia fu scritto nel 1888 da Edwin Abbott Abbott. Il racconto, fantastico, racconta la vita di un abitante di un ipotetico universo bidimensionale che entra in contatto con l'abitante di un universo tridimensionale. È un racconto che affronta da un punto di vista della matematica e della geometria il tema della multidimensionalità dell'universo.

Explore the captivating world of Flatland, where the boundaries of dimensions blur and love transcends the limitations of geometry. This thought-provoking tale invites you to journey through a two-dimensional universe, revealing profound insights about society, perception, and the nature of reality.

With wry humor and penetrating satire, Flatland takes us on a mind-expanding journey into a different world to give us a new vision of our own. A. Square, the slightly befuddled narrator, is born into a place limited to two dimensions--irrevocably flat--and peopled by a hierarchy of geometrical forms. In a Gulliver-like tour of his bizarre homeland, A. Square spins a fascinating tale of domestic drama and political turmoil, from sex among consenting triangles to the intentional subjugation of Flatland's females. He tells of visits to Lineland, the world of one dimension, and Pointland, the ...

With this satirical novella, English schoolmaster Edwin A. Abbott provides both a mathematical fantasy and pointed observations on the social hierarchy of Victorian culture. The narrator, “a Square,” resides in the fictional two-dimensional world of Flatland. When he is visited by a sphere, he is suddenly faced with proof of the existence of three dimensions and is forced to see the limitations of his world.

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Part geometry lesson, part social satire, this classic work of science fiction brilliantly succeeds in enlarging all readers' imaginations beyond the limits of our 'respective dimensional prejudices. In a world where class is determined by how many sides you possess, and women are straight lines, the prospects for enlightenment are boundless, and Abbott's hypotheses about a fourth and higher dimensions seem startlingly relevant today.