Sequel to Le petit prince by Antoine de Saint-Exupaery.

    For even as she sets out to determine how big “really big” may be, Levin gives us an intimate look at the day-to-day life of a globe-trotting physicist, complete with jet lag and romantic disturbances.Nimbly synthesizing geometry, topology, chaos and string theories, Levin shows how the pattern of hot and cold spots left over from the big bang may one day reveal the size and shape of the cosmos. She does so with such originality, lucidity—and even poetry—that How the Universe Got Its Spots becomes a thrilling and deeply personal communication between a scientist and the lay reader.

    Here the trials and triumphs of the early Muslims as individuals are well-portrayed. Their various paths to Islam - sometimes direct, sometimes long and tortuous, their devotion to the noble Prophet, their endeavours in peace time and their exploits in war - all serve to cast them in a heroic mould. This is the first of two (formerly published as a series of three) books based on original Arabic sources and written in a style that is lively and often gripping. The lives of the Sahabah or Companions of the Prophet, may God bless him and grant him peace, is a rich storehouse of knowledge, guidance and inspiration. The men and women whose stories are told here helped to lay the foundations of a new world order, and it is only fitting that they should be more widely known.

    Widely praised and much-discussed, this classic book explores how cooperation can emerge in a world of self-seeking egoists—whether superpowers, businesses, or individuals—when there is no central authority to police their actions. The problem of cooperation is central to many different fields. Robert Axelrod recounts the famous computer tournaments in which the “cooperative” program Tit for Tat recorded its stunning victories, explains its application to a broad spectrum of subjects, and suggests how readers can both apply cooperative principles to their own lives and teach cooperative principles to others.

    Turing’s openness about his homosexuality at a time when it was an imprisonable offense ultimately led to his untimely lo death at the age of only forty-one. In Alan Turing: Unlocking the Enigma, David Boyle reveals the mysteries behind the man and his remarkable career. Aged just 22, Turing was elected a fellow at King's College, Cambridge on the strength of a dissertation in which he proved the central limit theorem. By the age of 33, he had been awarded the OBE by King George VI for his wartime services: Turing was instrumental in cracking the Nazi Enigma machines at the top secret code breaking establishment at Bletchley Park during the Second World War.But his achievements were to be tragically overshadowed by the paranoia of the post-War years. Hounded for his supposedly subversive views and for his sexuality, Turing was prosecuted in 1952, and forced to accept the humiliation of hormone treatment to avoid a prison sentence. Just two years later, at the age of 41 he was dead. The verdict: cyanide poisoning.Was Turing’s death accidental as his mother always claimed? Or did persistent persecution drive him to take him own life?Alan Turing: Unlocking the Enigma seeks to find the man behind the science, illuminating the life of a person who is still a shadowy presence behind his brilliant achievements.

    The book s two-part coverage organizes topics under basic theory, and assembles an arsenal of approximation schemes with illustrative applications. For physicists and engineers. "

    This book helps you even the odds. Using easy-to-understand explanations and examples, it demystifies probability -- and even offers savvy tips to boost your chances of gambling success Discover how to* Conquer combinations and permutations* Understand probability models from binomial to exponential* Make good decisions using probability* Play the odds in poker, roulette, and other games

    One night when Zoe's cousin invites her out to stop moping, live a little, and have some fun; fate steps in with both feet and offers up a remedy. West Jameson is a typical ladies man, who is out for a good time, has no clue what it means to be in a relationship or in love. But one memorable one night stand, for both good and bad reasons, sends Zoe and West down a spiraling path neither one of them has anticipated. Take this journey with these two as they discover that love isn't always easy but it's worth it. Chances are never given, they're taken...& sometimes love happens purely...By Chance

    It's nothing like the suburb you might live in . . . Unless, that is, an insane, Listerine-guzzling Realtor sold you your house? Or perhaps your postman happens to have a disturbing relationship with his claw hammer? A grieving Dan LaBarbara knows something is different in Helltown as soon as he comes back home. Yeah, sure, the town always been a little off. You can feel that about the place, like if you stepped into a house whose only occupants were freshly murdered corpses in an upstairs bedroom. But this is something else entirely. Standing in his little brother Barbie's basement workshop, holding one of those dioramas Barbie's been building since the accident, the ones that seem to move when you hold them, Dan can feel Barbie's terror. Barbie must know something is coming, something big, something evil. He's trying to warn Dan in the only way he knows. Why else would Barbie build a diorama depicting a man-sized version of a cartoon rabbit with bloody teeth about to devour a trembling teenager? Why else would he spend so much time crafting an intricate model of Death standing over a pimply teenager in the school library? And let's not even talk about that little model of the mob of undead surrounding the massive tower of vicious black spines behind the high school. Hilltown has a story to tell, and the lonely brain-damaged man who builds magical dioramas in his basement workshop has been telling it all along. As the evil closes in around them, Dan and his new love interest Jessica must do the impossible: save everyone one in Hilltown before it's too late.

    Just how calculus makes these things possible and in doing so finds a correspondence between real numbers and the real world is the subject of this dazzling book by a writer of extraordinary clarity and stylistic brio. Even as he initiates us into the mysteries of real numbers, functions, and limits, Berlinski explores the furthest implications of his subject, revealing how the calculus reconciles the precision of numbers with the fluidity of the changing universe. "An odd and tantalizing book by a writer who takes immense pleasure in this great mathematical tool, and tries to create it in others."--New York Times Book Review

    Properly understood, they can tell us how the teams we root for could employ better strategies, put more effective players on the field, and win more games. The revolution in baseball statistics that began in the 1970s is a controversial subject that professionals and fans alike argue over without end. Despite this fundamental change in the way we watch and understand the sport, no one has written the book that reveals, across every area of strategy and management, how the best practitioners of statistical analysis in baseball-people like Bill James, Billy Beane, and Theo Epstein-think about numbers and the game. Baseball Between the Numbers is that book. In separate chapters covering every aspect of the game, from hitting, pitching, and fielding to roster construction and the scouting and drafting of players, the experts at Baseball Prospectus examine the subtle, hidden aspects of the game, bring them out into the open, and show us how our favorite teams could win more games. This is a book that every fan, every follower of sports radio, every fantasy player, every coach, and every player, at every level, can learn from and enjoy.

    The relationship is perfect from the outside looking in, but what happens when secrets come to light and ends their future? Kenji decides seven years is a long time for things to just end; however, after hearing some of the vile actions his ex committed, he can no longer salvage anything. Sadly, like most ex’s, Robin is in denial and refuses to let any woman take him from her. Nyana Simpson has gone through a lot in her youth, but she made it. As an adult, she’s living her life carefree, and nothing can bring her down. She has a job, and her own place but the loneliness creeps in making her feel as if no one can love her. She comes in contact with a man who couldn’t possibly desire her, the same way she desires him. What happens when one family member brings them together, and another is desperately trying to keep them apart? Sade is living in a nightmare she can’t wake up from. With no help in sight, she decides to transfer her job and start over. Unfortunately, the nightmare follows her, and things go from bad to worse. Somehow, her knight and shining armor appears, but can he save her when he’s dealing with his own nightmare? Sade has to do something to save her life, but what happens when her life is no longer her own and the person responsible decides to show her there’s no way out?

    Guard your kingdom2. Produce an heir3. No female protectorsThese rules have been followed for 2,000 years since the consummation of two protectors resulted in the greatest evil the world has ever seen. Until now. Lena is the first female protector since the original five. Born seconds before her half-brother, Anwar, her father has been able to keep her existence a secret from the other protectors. But due to unforeseen events, Lena must work alongside the other four protectors while hiding her true power and keeping a safe distance from the devilish fire protector.

    Pure Mathematics 1 corresponds to unit P1. It covers quadratics, functions, coordinate geometry, circular measure, trigonometry, vectors, series, differentiation and integration.

    It is a bridge from the computational courses (such as calculus or differential equations) that students typically encounter in their first year of college to a more abstract outlook. It lays a foundation for more theoretical courses such as topology, analysis and abstract algebra. Although it may be more meaningful to the student who has had some calculus, there is really no prerequisite other than a measure of mathematical maturity. Topics include sets, logic, counting, methods of conditional and non-conditional proof, disproof, induction, relations, functions and infinite cardinality.