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Cubed
'More than just a memoir. A manifesto for a whole way of thinking' Daily Mail 'An idiosyncratic and gripping memoir about his life and the indomitable career of the Cube' Observer 'The rise and enduring power of the world's most popular puzzle toy . . . Cubed is less a memoir than a chronicle of Rubik's evolving relationship with his creation' Financial Times *** As a child, Erno Rubik became obsessed with puzzles of all kinds. To him, they weren't just games - they were challenges that captured his imagination, creativity and perseverance. Rubik's own puzzle went on to be solved by millions worldwide, becoming one of the bestselling toys of all time. In Cubed, he tells us the story of the unexpected and unprecedented rise of the Cube for the very first time - and makes a case for why rediscovering our playfulness and inner curiosity holds the key to creative thinking.
Rubik's
Rubik’s is a fun visual celebration of 50 years of the world’s most famous cube.
Adventures in Group Theory
David Joyner uses mathematical toys such as the Rubik's Cube to make abstract algebra and group theory fun. This updated second edition uses SAGE, an open-source computer algebra system, to illustrate many of the computations.
Visual Group Theory
Recipient of the Mathematical Association of America's Beckenbach Book Prize in 2012! Group theory is the branch of mathematics that studies symmetry, found in crystals, art, architecture, music and many other contexts, but its beauty is lost on students when it is taught in a technical style that is difficult to understand. Visual Group Theory assumes only a high school mathematics background and covers a typical undergraduate course in group theory from a thoroughly visual perspective. The more than 300 illustrations in Visual Group Theory bring groups, subgroups, homomorphisms, products, and quotients into clear view. Every topic and theorem is accompanied with a visual demonstration of its meaning and import, from the basics of groups and subgroups through advanced structural concepts such as semidirect products and Sylow theory.
Cracking the Cube
"[The author, a] journalist and aspiring "speedcuber," attempts to break into the international phenomenon of speedsolving the Rubik's Cube ... while exploring the greater lessons that can be learned through solving it"--Amazon.com.
Inside Rubik’s Cube and Beyond
On January 30, 1975 Ernd Rubik j r., professor of architecture and design in Budapest, was granted the Hungarian patent number 170062 for a "terbeli logikai jatek"--A game of spatial logic. Between 1978 and March 1981 this object-Bt1vos Kocka in Hungary, der Magische Wiirfel or Zauberwiirfel in Germany, Ie Cube Hongrois in France and the Magic Cube or Rubik' s Cube in Great Britain and the USA-has sold more than ten million copies. And they were not merely sold! A highly contagious "twist mania" has been spreading throughout families, offices and waiting rooms. Many classrooms sound as if an army of mice were hard at work behind the desks. What is so fascinating about this cube, which competes with Hungar ian salami and the famous Tokajer wine in the currency-winning export market? For one thing, it is an amazing technical tool. How does it work? Moreover, the contrast between its innocent, innocuous appearance and the hidden difficulty of its solution offers a serious challenge to all puzzle fans, but especially to those mathematicians who are profeSSionally concerned with logical deduction
Andres and His Rubik's Cube Madness
"When Andres saw the new kid in the neighborhood solve a Rubik's cube super fast, he wondered if he could learn to solve one too. He tried twisting and turning the multicolored cube but it seemed impossible. With a little encouragement from his mom, Andres began to practice every day. And when he discovered a Rubik's cube competition to qualify for the biggest championship, he knew he had to try! Andres and His Rubik's Cube Madness is based on the true story of Andres "€" a boy who cleverly practiced hard and learned hundreds of algorithms to solve the Rubik's cube in lightning speed. He was dedicated and persistent, but most importantly, he never gave up."
Rubik 1
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ARTPOOL - The Experimental Art Archive of East-Central Europe
This volume is a collection of texts and documents selected from and illustrating the history of Artpool, a non-profit artist run institution in Budapest, established in 1979 by György Galántai and Júlia Klaniczay and operating since 1992 under the name of Artpool Art Research Center. The book focuses on Artpool’s direct antecedents (among them the events at György Galántai's Chapel Studio in Balatonboglár, 1970–1973), on the foundation, development, art projects and events, as well as the preferences and issues pertaining to art research (not independent of the historical and social environment they were conceived in) that had formed throughout the course of many years and decades...
The Mathematical Artist
This book brings together the impact of Prof. John Horton Conway, the playful and legendary mathematician's wide range of contributions in science which includes research areas—Game of Life in cellular automata, theory of finite groups, knot theory, number theory, combinatorial game theory, and coding theory. It contains transcripts where some eminent scientists have shared their first-hand experience of interacting with Conway, as well as some invited research articles from the experts focusing on Game of Life, cellular automata, and the diverse research directions that started with Conway's Game of Life. The book paints a portrait of Conway's research life and philosophical direction in mathematics and is of interest to whoever wants to explore his contribution to the history and philosophy of mathematics and computer science. It is designed as a small tribute to Prof. Conway whom we lost on April 11, 2020.
