If you've never heard the term “Mathematical Fiction” before, Edwin Abbott Abbott's 1884 novella, Flatland can certainly enlighten you!
Flatland: A Romance of Many Dimensions was published in 1884 and since then, it has been discovered and re-discovered by succeeding generations who have been delighted by its unique view of society and people.
The plot opens with a description of the fictional Flatland. The narrator calls himself “Square” and asks readers to “Imagine a vast sheet of paper on which straight Lines, Squares, Triangles, Pentagons, Hexagons and other figures, instead of remaining fixed in their places, move freely about... but without the power of rising above the surface or sinking below it, very much like shadows...” This is a country where the “solid” or the three dimensional do not exist. The women are Straight Lines, while the men, depending on their status, are figures with three or more sides. The lowest class are the Triangles, while the highest class of all are the Circles.
One night the Square has a dream about a world with two dimensions, but it turns out to be a nightmare, and Square is glad to return to the “reality” of Flatland. He has another strange experience, when he has a visitation. A strange presence enters his room. It is a Sphere. Square and his wife are shocked to see such a weird creature. But it begins talking to them and informs them that it belongs to a world called Spaceland. Square visits Spaceland with his new friend and once he realizes that more dimensions are possible, he undergoes a huge spiritual metamorphosis. However the rulers of Flatland are not about to accept such subversive views...
Flatland is essentially a novel that uses satire to portray the rigid, unfair and oppressive social class system that pervaded Victorian England. Birth and status determined everything in a person's life and it was almost impossible for people to move into the upper echelons of society. Flatland is also a virulent attack on the prevailing ideas about women, their role and status. Abbott portrays the unrelenting hierarchies that prevented people from achieving their personal goals.
Readers may be reminded of other allegories and satires, notably Plato's Cave and Swift's Gulliver's Travels. For modern day readers, Flatland is indeed an eye opener into concepts that seemed fixed and certain a century ago, but have been proven otherwise through scientific research. Knowledge is seen as a continuum and not a fixed goal; this is what books like Flatland teach us.
A Square (Edwin Abbott Abbott)
Loyal Books
Let's Play It By Ear Podcast
Pavitra Lalwani
Emi Weebert
Loyal Books
Rebecca Nicole Norton
Loyal Books
Ms. Kyra
Square Table Podcast
Nia Kawasaki [STUDENT]
whatamipodcast
Hello Honee Bee
Jaya Devendra
Loyal Books
Plazoom
Destiny Kamara
WGBH Science Unit
Loyal Books
English With Nate
Vick & Jairus
Loyal Books
SC Squared
Loyal Books
Knox Adams
Loyal Books
HISTORY
Sharon Hawkinson
Clara Sherley-Appel
Loyal Books
Anthony Hughes
Monna McDiarmid
Loyal Books
Easy
Theodore Gimeno
Fabindia School
Thomas
Bharati
MceeK
Royal Literary Fund
Ebert
AJ Hodges
Aurah the Adept
Mary Hedengren
D Entertainer
Joshua Wilson
David
Dudeplex Radio
<3&
Intellectual Mathematics
Ada Ihenachor
Rachel Hartwright
angelamoorenovelist
None
Samuel Hankin
Writing West Midlands
Anne M Belen
Cincinnati Song Initiative
Larry Bowlden
Eduardo Soliz
Christy and Garry Shriver
Philip Suh
Kristene Holloway
Essay Have
claire pearce
Loyal Books
Loyal Books
Ashwariaa U
Loyal Books
Ian McDowell
Jane Austen
Loyal Books
Loyal Books
Miriam Okuno
Books for Languages
Brandon Sanderson, Mary Robinette Kowal, Dan Wells, and Howard Tayler
NMBU Writing Centre
Gayle Martin
Maria, Kayla & Tania
Kylee
KrickCast
Deepanjana
Civ Stories
Emmett Beech
Briana Lewis
James Thayer
Pages of Hackney
mira
Women in Parenthesis
Intellectual Mathematics
Curiosity and Cat
Nanci Panuccio
keytothree
LB School & Library
Lee Saville-Iksic
Loyal Books
How to Go Invisible
David Richman
Loyal Books
Bryce Althouse