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May 1, 2006 · The Three-Body Problem is part one of an award-winning trilogy by Liu Cixin — and is arguably the best Chinese science fiction novel ever translated into English. Liu uses the “three-body problem” of classical mechanics to ask some terrifying questions about human nature and what lies at the core of civilization.
Nov 11, 2014 · Praise for the Three-Body Problem series: "Wildly imaginative."―President Barack Obama “A mind-bending epic.”―The New York Times “Absolutely mind-unfolding. . . . a science-fiction epic of the most profound kind.”―NPR “A breakthrough book . . . a unique blend of scientific and philosophical speculation, politics and history, conspiracy theory and cosmology.”―George R. R ...
The inspiration for the Netflix series 3 Body Problem! Over 1 million copies of the Three-Body Problem series sold in North America PRAISE FOR THE THREE-BODY PROBLEM SERIES: “A mind-bending epic.” — The New York Times • “ War of the Worlds for the 21st century.” — The Wall Street Journal • “Fascinating.” — TIME ...
Jan 12, 2016 · The inspiration for the Netflix series 3 Body Problem! The Three-Body Problem is the first novel in the groundbreaking, Hugo Award-winning series from China's most beloved science fiction author, Cixin Liu. Set against the backdrop of China's Cultural Revolution, a secret military project sends signals into space to establish contact with aliens.
Nov 11, 2014 · The inspiration for the Netflix series 3 Body Problem! WINNER OF THE HUGO AWARD FOR BEST NOVEL Over 1 million copies sold in North America “A mind-bending epic.” — The New York Times • “ War of the Worlds for the 21st century.” — The Wall Street Journal • “Fascinating.” — TIME • “Extraordinary.”
Mar 14, 2017 · The Three-Body Problem Series: The Three-Body Problem, The Dark Forest, Death's End - Kindle edition by Liu, Cixin, Liu, Ken, Martinsen, Joel. Download it once and read it on your Kindle device, PC, phones or tablets.
- Cixin Liu
- Cixin Liu
Apr 25, 2024 · three-body problem, in astronomy, the problem of determining the motion of three celestial bodies moving under no influence other than that of their mutual gravitation. No general solution of this problem (or the more general problem involving more than three bodies) is possible, as the motion of the bodies quickly becomes chaotic. As ...
