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From evil overlords to bumbling henchmen, talking cats to lovelorn fishermen, mad queens to wise opossums, the collected fourteen stories subvert popular fantasy tropes in surprising and delightful ways. This book collects some of the best funny fantasy fiction published in the past decade. Included are works by Hugo and Nebula Award winners, New York Times and USA Today bestselling authors, as well as up-and-coming talented writers. Includes the following stories: "Dave the Mighty Steel-Thewed Avenger" by Laura Resnick "Crumbs" by Esther Friesner "Fellow Traveler" by Donald J. Bingle "A Fish...

What will it mean to be human in the future? How will we evolve in order to reach the stars?

Fifteen short stories collected in this book examine how interstellar flight might change humanity itself. Will we choose to upload our minds into a singularity? Enhance ourselves with alien DNA? Will our bodies remain the same, but our culture and societal norms adapt to accommodate for effects of time dilation, or become subsumed by advanced alien cultures?

Hugo and Nebula award winning authors, bestsellers, and some of the hottest new writers in the field of hard science fiction...

Fault-Tolerant Parallel Computation presents recent advances in algorithmic ways of introducing fault-tolerance in multiprocessors under the constraint of preserving efficiency. The difficulty associated with combining fault-tolerance and efficiency is that the two have conflicting means: fault-tolerance is achieved by introducing redundancy, while efficiency is achieved by removing redundancy. This monograph demonstrates how in certain models of parallel computation it is possible to combine efficiency and fault-tolerance and shows how it is possible to develop efficient algorithms...

A very clear account of the subject from the viewpoints of elementary geometry, Riemannian geometry and group theory - a book with no rival in the literature. Mostly accessible to first-year students in mathematics, the book also includes very recent results which will be of interest to researchers in this field.

Spaces of constant curvature, i.e. Euclidean space, the sphere, and Loba chevskij space, occupy a special place in geometry. They are most accessible to our geometric intuition, making it possible to develop elementary geometry in a way very similar to that used to create the geometry we learned at school. However, since its basic notions can be interpreted in different ways, this geometry can be applied to objects other than the conventional physical space, the original source of our geometric intuition. Euclidean geometry has for a long time been deeply rooted in the human mind. The same is...