The Three Body Problem

• Author : Cixin Liu
• Publisher : Tor Books
• Release : 11 November 2014

Soon to be a Netflix Original Series! “War of the Worlds for the 21st century.” – Wall Street Journal The Three-Body Problem is the first chance for English-speaking readers to experience the Hugo Award-winning phenomenon from China's most beloved science fiction author, Liu Cixin. Set against the backdrop of China's Cultural Revolution, a secret military project sends signals into space to establish contact with aliens. An alien civilization on the brink of destruction captures the signal and plans to invade Earth.

• Author : Cixin Liu
• Publisher : Tor Books
• Release : 14 March 2017

This discounted ebundle of the Three-Body Trilogy includes: The Three-Body Problem, The Dark Forest, Death’s End "Wildly imaginative, really interesting." —President Barack Obama The Three-Body trilogy by New York Times bestseller Cixin Liu keeps you riveted with high-octane action, political intrigue, and unexpected twists in this saga of first contact with the extraterrestrial Trisolaris. The Three-Body Problem — An alien civilization on the brink of destruction captures the signal and plans to invade Earth. Meanwhile, on Earth, different camps start

• Author : Catherine Shaw
• Publisher : Allison & Busby
• Release : 27 May 2013

Cambridge, 1888. When schoolmistress Vanessa Duncan learns of a murder at St John's College, little does she know that she will become deeply entangled in the mystery. Dr Geoffrey Akers, Fellow in Pure Mathematics, has been found dead, struck down by a violent blow to the head. What could provoke such a brutal act? Vanessa, finding herself in amongst Cambridge's brightest scholarly minds, discovers that the motive may lie in mathematics itself. Drawn closer to the case by a blossoming friendship

• Author : Cixin Liu
• Publisher : Remembrance of Earth's Past
• Release : 22 October 2019

• Author : Baoshu
• Publisher : Tor Books
• Release : 16 July 2019

Set in the universe of the New York Times bestselling Three-Body Problem trilogy, The Redemption of Time continues Cixin Liu’s multi-award-winning science fiction saga. This original story by Baoshu—published with Liu’s support—envisions the aftermath of the conflict between humanity and the extraterrestrial Trisolarans. In the midst of an interstellar war, Yun Tianming found himself on the front lines. Riddled with cancer, he chose to end his life, only to find himself flash frozen and launched into

• Author : C. Marchal
• Publisher : Elsevier
• Release : 02 December 2012

Recent research on the theory of perturbations, the analytical approach and the quantitative analysis of the three-body problem have reached a high degree of perfection. The use of electronics has aided developments in quantitative analysis and has helped to disclose the extreme complexity of the set of solutions. This accelerated progress has given new orientation and impetus to the qualitative analysis that is so complementary to the quantitative analysis. The book begins with the various formulations of the three-body problem,

• Author : Mauri Valtonen,Joanna Anosova,Konstantin Kholshevnikov,Aleksandr Mylläri,Victor Orlov,Kiyotaka Tanikawa
• Publisher : Springer
• Release : 03 May 2016

This book, written for a general readership, reviews and explains the three-body problem in historical context reaching to latest developments in computational physics and gravitation theory. The three-body problem is one of the oldest problems in science and it is most relevant even in today’s physics and astronomy. The long history of the problem from Pythagoras to Hawking parallels the evolution of ideas about our physical universe, with a particular emphasis on understanding gravity and how it operates between

• Author : Cixin Liu
• Publisher : Tor Books
• Release : 11 August 2015

Soon to be a Netflix Original Series! "Wildly imaginative." —President Barack Obama on The Three-Body Problem trilogy This near-future trilogy is the first chance for English-speaking readers to experience this multiple-award-winning phenomenon from Cixin Liu, China's most beloved science fiction author. In The Dark Forest, Earth is reeling from the revelation of a coming alien invasion-in just four centuries' time. The aliens' human collaborators may have been defeated, but the presence of the sophons, the subatomic particles that allow Trisolaris

• Author : Cixin Liu
• Publisher : Unknown
• Release : 01 April 2021

After a spate of apparent suicides among elite scientists, nanotech engineer Wang Miao is asked to infiltrate a secretive cabal. During his investigation, Wang is inducted into a mysterious online game that is the key to humanity's place in the cosmos and the key to the extinction-level threat it now faces.

• Author : Valtonen. M. J. (Mauri J.),Mauri Valtonen,Hannu Karttunen
• Publisher : Cambridge University Press
• Release : 02 March 2006

"How do three celestial bodies move under their mutual gravitational attraction? It is a problem that has been studied by Isaac Newton and leading mathematicians over the last two centuries. Poincare's conclusion that the problem represents an example ofchaos in nature, opens new possibilities of dealing with it: a statistical approach. For the first time such methods are presented in a systematic way. The book surveys statistical methods as well as more traditional methods, suitable for students of celestial mechanics

• Author : Henri Poincaré
• Publisher : Springer
• Release : 11 May 2017

Here is an accurate and readable translation of a seminal article by Henri Poincaré that is a classic in the study of dynamical systems popularly called chaos theory. In an effort to understand the stability of orbits in the solar system, Poincaré applied a Hamiltonian formulation to the equations of planetary motion and studied these differential equations in the limited case of three bodies to arrive at properties of the equations’ solutions, such as orbital resonances and horseshoe orbits. Poincaré

• Author : June Barrow-Green
• Publisher : American Mathematical Soc.
• Release : 29 July 1997

Poincare's famous memoir on the three body problem arose from his entry in the competition celebrating the 60th birthday of King Oscar of Sweden and Norway. His essay won the prize and was set up in print as a paper in Acta Mathematica when it was found to contain a deep and critical error. In correcting this error Poincare discovered mathematical chaos, as is now clear from June Barrow-Green's pioneering study of a copy of the original memoir annotated by

• Author : Cixin Liu
• Publisher : Unknown
• Release : 04 May 2017

Half a century after the Doomsday Battle, the uneasy balance of Dark Forest Deterrence keeps the Trisolaran invaders at bay. Earth enjoys unprecedented prosperity due to the infusion of Trisolaran knowledge. With human science advancing and the Trisolarans adopting Earth culture, it seems that the two civilizations can co-exist peacefully as equals without the terrible threat of mutually assured annihilation. But peace has also made humanity complacent. Cheng Xin, an aerospace engineer from the 21st century, awakens from hibernation in

• Author : Cixin Liu
• Publisher : Tor Science Fiction
• Release : 02 July 2019

The Three-Body Problem is the first chance for English-speaking readers to experience this multiple award winning phenomenon from China's most beloved science fiction author, Liu Cixin.Set against the backdrop of China's Cultural Revolution, a secret military project sends signals into space to establish contact with aliens. An alien civilization on the brink of destruction captures the signal and plans to invade Earth. Meanwhile, on Earth, different camps start forming, planning to either welcome the superior beings and help them

• Author : Christopher Keil McCord,Kenneth Ray Meyer,Quidong Wang
• Publisher : American Mathematical Soc.
• Release : 29 July 1998

The phase space of the spatial three-body problem is an open subset in ${\mathbb R}^{18}$. Holding the ten classical integrals of energy, center of mass, linear and angular momentum fixed defines an eight dimensional submanifold. For fixed nonzero angular momentum, the topology of this manifold depends only on the energy. This volume computes the homology of this manifold for all energy values. This table of homology shows that for negative energy, the integral manifolds undergo seven bifurcations. Four of these