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Mathemagical Cruise
Mathemagical Cruise is not a mere collection of fun problems with clever solutions. It offers shining examples of how to approach problem solving. Each chapter is independent and can be read in any order by everyone with a basic background in high school mathematics. Some highlights of the excursion are: ● Slick Solutions of Double Sequence, Klarner’s Puzzle, Cube Tour, etc. ● Easy Proofs of Bolyai-Gerwin Theorem, Problem by P. Erdös and more ● New Year Puzzles (Especially, Year 2021 & 2022) ● Twelve Points on the Nine-Point Circle ● What's a Point in a Square? ● Five Circles through a 5x6 Grid ● Generalization of Ceva's Theorem ● Easy Approach to Coaxal Circles ● Inversion and its Applications ● Lattice Integer Triangles ● Isbell's Problem ● Sequence of Theorems of Simson & Cantor ● Miscellaneous Problems with Solutions By cruising through these treasure islands, the reader will traverse mathematical boundaries. Be adventurous and inspired to explore the seas beyond the horizon.
Mainland China
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The Amerasia Papers
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Honsberger Revisited
The author's purpose is to share the thrills and excitement of ingenious solutions to intriguing elementary problems that he has had the good fortune to have conceived in the pursuit of his passion over many years. His satisfaction lies in the beauty of these gems, not in the incidental fact that they happen to be his own work. A wonderful solution is a glorious thing, whoever might have thought of it, and the author has worked diligently to make easy reading of the joy and delights of his often hard-won success. In this volume the author collected his treatments of over a hundred problems from the treasure trove of Professor Honsberger. "This is a book for everyone who delights in the richness, beauty, and excitement of the wonderful ideas that abide in the realm of elementary mathematics. I feel it is only fair to caution you that this book can lead to a deeper appreciation and love of mathematics.
The Margins of Utopia
Twenty eight years after the collapse of the Ming dynasty, Ming loyalism was still a strong political and intellectual resistance to the new Manch order. Consists of eight chapters, two appendices, notes, bibliography, glossary, and index. Shui-hu hou-chuan,first published in 1664, is the work of Ch'en Ch'en, a man loyal to the Ming, who used this novel as a way of giving covert expression to the frustrations of those times. In The Margins of Utopia,,Ellen Widmer draws on contemporary sources, including Ch'en's own poetry, to connect Shui-hu hou-chuan with the historical context from which it emerged. At the same time, she discusses the place of the novel in the history of Chinese fiction and shows how familiar conventions are put to new uses in Ch'en's hands.
Chinese Literature
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