Managers, entrepreneurs, and venture capitalists all seek to maximize the financial returns from innovation, and profits are driven largely by the quality of the opportunities they pursue. Based on a structured and process-driven approach this book demonstrates how to systematically identify exceptional opportunities for innovation. An innovation tournament, just like its counterpart in sports, starts with a large number of candidates, with opportunities as the players. These opportunities are pitted against each other until only the exceptional survive. This book provides a principled approach for the effective management of innovation tournaments - identifying a wealth of promising opportunities and then evaluating and filtering them intelligently for greatest profitability. With a set of practical tools for creating and identifying new opportunities, it guides the reader in evaluating and screening opportunities. The book demonstrates how to construct an innovation portfolio and how to align the innovation process with an organization's competitive strategy. Innovation Tournaments employs quirky, fresh examples ranging from movies to medical devices. The authors' tool kit is built on their extensive research, their entrepreneurial backgrounds, and their teaching and consulting work with many highly innovative organizations.

In this book, Ramsey theoretic methods introduced by Lachlan are applied to classify the countable homogeneous directed graphs. This is an uncountable collection, and this book presents the first explicit classification result covering an uncountable family. The author's aim is to demonstrate the potential of Lachlan's method for systematic use.

All the thrills, spectacle, and excitement of tournament life in 43 realistic drawings: a free-for-all on an open battlefield, a dying knight receiving last rites, much more.

Winner of the Women’s Prize for Fiction “No one writes like Ruth Ozeki—a triumph.” —Matt Haig, New York Times bestselling author of The Midnight Library “Inventive, vivid, and propelled by a sense of wonder.” —TIME “If you’ve lost your way with fiction over the last year or two, let The Book of Form and Emptiness light your way home.” —David Mitchell, Booker Prize-finalist author of Cloud Atlas A boy who hears the voices of objects all around him; a mother drowning in her possessions; and a Book that might hold the secret to saving them both—the brilliantly inventive new novel from the Booker Prize-finalist Ruth Ozeki One year after the death of his beloved musician father, thirteen-year-old Benny Oh begins to hear voices. The voices belong to the things in his house—a sneaker, a broken Christmas ornament, a piece of wilted lettuce. Although Benny doesn't understand what these things are saying, he can sense their emotional tone; some are pleasant, a gentle hum or coo, but others are snide, angry and full of pain. When his mother, Annabelle, develops a hoarding problem, the voices grow more clamorous. At first, Benny tries to ignore them, but soon the voices follow him outside the house, onto the street and at school, driving him at last to seek refuge in the silence of a large public library, where objects are well-behaved and know to speak in whispers. There, Benny discovers a strange new world. He falls in love with a mesmerizing street artist with a smug pet ferret, who uses the library as her performance space. He meets a homeless philosopher-poet, who encourages him to ask important questions and find his own voice amongst the many. And he meets his very own Book—a talking thing—who narrates Benny’s life and teaches him to listen to the things that truly matter. With its blend of sympathetic characters, riveting plot, and vibrant engagement with everything from jazz, to climate change, to our attachment to material possessions, The Book of Form and Emptiness is classic Ruth Ozeki—bold, wise, poignant, playful, humane and heartbreaking.

Tournaments, in this context, are directed graphs ― an important and interesting topic in graph theory. This concise volume collects a substantial amount of information on tournaments from throughout the mathematical literature. Suitable for advanced undergraduate students of mathematics, the straightforward treatment requires a basic familiarity with finite mathematics. The fundamental definitions and results appear in the earlier sections, and most of the later sections can be read independently of each other. Subjects include irreducible and strong tournaments, cycles and strong subtournaments of a tournament, the distribution of 3-cycles in a tournament, transitive tournaments, sets of consistent arcs in a tournament, the diameter of a tournament, and the powers of tournament matrices. Additional topics include scheduling a tournament and ranking the participants, universal tournaments, the use of oriented graphs and score vectors, and many other subjects.

In the Middle Ages Tournaments were the equivalent of Medieval football, with the 'star players' gaining wealth and prestige. Here is the history of the Tournament.