07-26-2026, 12:32 AM
Flatterland
BY Ian Stewart
Summary
Flatterland by Ian Stewart is a popular mathematics book and unofficial sequel to Edwin Abbott’s Flatland that uses a fictional journey to introduce readers to modern ideas about geometry, dimensions, and the nature of space. The story follows Victoria Line (Vikki), a young inhabitant of a two-dimensional world, who discovers the writings of her ancestor Albert Square and embarks on an adventure through different mathematical realms guided by the Space Hopper.
Along the way, she explores concepts such as non-Euclidean geometry, topology, higher dimensions, relativity, and the structure of the universe. Through humour, wordplay, and imaginative characters, Stewart transforms difficult mathematical ideas into accessible stories, encouraging readers to question their assumptions about reality and the limitations of human perception. Flatterland shows how mathematics extends far beyond ordinary shapes and numbers, revealing a universe filled with surprising forms, spaces, and possibilities.
BOOK
BY Ian Stewart
Summary
Flatterland by Ian Stewart is a popular mathematics book and unofficial sequel to Edwin Abbott’s Flatland that uses a fictional journey to introduce readers to modern ideas about geometry, dimensions, and the nature of space. The story follows Victoria Line (Vikki), a young inhabitant of a two-dimensional world, who discovers the writings of her ancestor Albert Square and embarks on an adventure through different mathematical realms guided by the Space Hopper.
Along the way, she explores concepts such as non-Euclidean geometry, topology, higher dimensions, relativity, and the structure of the universe. Through humour, wordplay, and imaginative characters, Stewart transforms difficult mathematical ideas into accessible stories, encouraging readers to question their assumptions about reality and the limitations of human perception. Flatterland shows how mathematics extends far beyond ordinary shapes and numbers, revealing a universe filled with surprising forms, spaces, and possibilities.
BOOK
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