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Huntin' with Gus
Huntin’ with Gus by Larry A. Clifford Sr. Told as a collection of childhood stories, Huntin’ with Gus reflects on the lessons learned through one boy’s journey to manhood. Hunting, fishing, and nature experiences result in morals and life lessons learned, and all of these lead the young man closer to appreciating his relationship with the Lord Jesus Christ. Additionally, he begins to see the true meaning of life— to find and establish a working relationship with the Lord— and the things that are most important on this Earth. The novel recounts the dreams, beliefs, and goals of a small-town boy as he finds himself in situations that test his understanding of the world around him. Although some of them are quite humorous, like the tale of an almost-hunting accident, each holds a truth that conveys an understanding and maturation that comes with age. With southern wit and recipes sprinkled in for good measure, Huntin’ with Gus warms the heart and the soul.
Sleazoid Express
A complete collection of the British comedy show following Rowan Atkinson's hapless, rubber-faced clown. The set includes all episodes from the original series and the animated spin-off, as well as the two 'Mr Bean' movies. In 'Bean - The Ultimate Disaster Movie' (1997), Mr Bean (Atkinson) has obtained a job as an attendant at the National Gallery in London. He enjoys the protection of the chairman, but the gallery's governors are keen to be rid of him. When the Grierson Gallery in Los Angeles asks for an expert to give a speech on the recently-purchased painting of Whistler's mother, Bean is quickly despatched. On his arrival in America he begins wreaking havoc in the art world. In 'Mr Bean's Holiday' (2007), Bean has won a church fete raffle's top prize, consisting of a trip to France, where the language barrier predictably causes our hero no end of grief until he meets Emil (Karel Roden), a Russian director on his way to judge at Cannes.
Fractal Analysis
A specialized presentation of fractal analysis oriented to the social sciences This primer uses straightforward language to give the reader step-by-step instructions for identifying and analyzing fractal patterns and the social process that create them. By making fractals accessible to the social science students, this book has a significant impact on the understanding of human behavior. This is the only book designed to introduce fractal analysis to a general social science audience.
You, Inc.
In You, Inc. Beckwith provides practical tips, anecdotes and insights based on his 30 years of marketing and selling his advertising services. Beckwith learned early on in his career that no matter what product you're selling, the most important component of the product is you. In You, Inc.: A Field Guide to Selling Yourself, Beckwith relates tantalizing tidbits and real stories of how to harness your enthusiasm with an ability to impress your key accounts.Written in his traditional homespun style, Beckwith offers doses of humour and pithy knowledge to anyone who wants to seal the deal and thrive in business.
Clifford's Spiral
Recognized by 2020 Independent Press Awards as Distinguished Favorite in Literary Fiction. Clifford’s Spiral is a quirkily comic literary novel. Its sardonic tone recalls the wry wisdom of Kurt Vonnegut, and its preoccupation with male centeredness is reminiscent of Philip Roth. Stroke survivor Clifford Klovis tries to piece together the colorful fragments of his memories. He fusses over his lifelong curiosities about astrophysics and metaphysics, Christian faith and New Age philosophy, and why the spiral shape appears in bathtub drains and at the centers of galaxies. He has imaginary conversations and arguments with wives and lovers, as well as with Hypatia of Alexandria, René Descartes, his old mentor Reverend Thurston, and Stephen Hawking. Clifford's best teacher turns out to be his paraplegic son Jeremy, who has found his father's old letters and journals. Jeremy also wonders: Who was Clifford Olmstead Klovis?
Farmer Cooperatives
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Clifford Algebra to Geometric Calculus
Matrix algebra has been called "the arithmetic of higher mathematics" [Be]. We think the basis for a better arithmetic has long been available, but its versatility has hardly been appreciated, and it has not yet been integrated into the mainstream of mathematics. We refer to the system commonly called 'Clifford Algebra', though we prefer the name 'Geometric Algebra' suggested by Clifford himself. Many distinct algebraic systems have been adapted or developed to express geometric relations and describe geometric structures. Especially notable are those algebras which have been used for this purpose in physics, in particular, the system of complex numbers, the quaternions, matrix algebra, vector, tensor and spinor algebras and the algebra of differential forms. Each of these geometric algebras has some significant advantage over the others in certain applications, so no one of them provides an adequate algebraic structure for all purposes of geometry and physics. At the same time, the algebras overlap considerably, so they provide several different mathematical representations for individual geometrical or physical ideas.
