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The Design of Dynamic Data Structures (Lecture Notes in Computer Science) (v. 156)
The Design of Dynamic Data Structures (Lecture Notes in Computer Science) (v. 156)

In numerous computer applications there is a need of storing large sets of objects in such a way that some questions about those objects can be answered efficiently. Data structures that store such sets of objects can be either static (built for a fixed set of objects) or dynamic (insertions of new objects and deletions of existing objects...

What Does It All Mean?: A Very Short Introduction to Philosophy
What Does It All Mean?: A Very Short Introduction to Philosophy

Should the hard questions of philosophy matter to ordinary people? In this down-to-earth, nonhistorical guide, Thomas Nagel, the distinguished author of Mortal Questions and The View From Nowhere, brings philosophical problems to life, revealing in vivid, accessible prose why they have continued to fascinate and baffle...

The Great Design: Particles, Fields, and Creation
The Great Design: Particles, Fields, and Creation
Although modern physics surrounds us and its concepts are constantly referred to in every newspaper, even educated nonscientists find the subject intimidating in the extreme. Most attempts to explain physics to general readers are either obscured by masses of mathematics or gross oversimplifications written by laymen. Here at last is a...
Parallel Complexity Theory (Research Notes in Theoretical Computers Science)
Parallel Complexity Theory (Research Notes in Theoretical Computers Science)

Parallel complexity theory, the study of resource-bounded parallel computation, is surely one of the fastest-growing areas of theoretical Computer Science. In the light of this, it would be foolish to attempt an encyclopedic coverage of the field. However, it is the belief of the author that its foundations are becoming increas ingly...

Riddles of the Sphinx and Other Mathematical Puzzle Tales (New Mathematical Library Series/No. 32)
Riddles of the Sphinx and Other Mathematical Puzzle Tales (New Mathematical Library Series/No. 32)
This is the third and final collection of puzzle columns that I contributed to Isaac Asimov' s Science Fiction Magazine over a period of about ten years. The format follows that of two previous anthologies: Science Fiction Puzzle Tales (1981) and Puzzles from Other Worlds (1984).

Each chapter poses a problem answered in the First Answers
...
Challenging Mathematical Problems With Elementary Solutions (Volume 2)
Challenging Mathematical Problems With Elementary Solutions (Volume 2)

This volume contains seventy-four problems. The statements of the problems are given first, followed by a section giving complete solutions. Answers and hints are given at the end of the book. For most of the problems the reader is advised to find a solution by himself. After solving the problem, he should check his answer against the one given...

Challenging Mathematical Problems With Elementary Solutions, Vol. 1
Challenging Mathematical Problems With Elementary Solutions, Vol. 1
Over 170 challenging problems ranging from the relatively simple to the extremely difficult. Volume 1 contains 100 problems on probability theory and combinatorial analysis.

This book is the first of a two-volume translation and adaptation of a well-known Russian problem book entitled Non-Elementary Problems in an...

How to Write a Damn Good Novel: A Step-by-Step No Nonsense Guide to Dramatic Storytelling
How to Write a Damn Good Novel: A Step-by-Step No Nonsense Guide to Dramatic Storytelling

Written in a clear, crisp, accessible style, this book is perfect for beginners as well as professional writers who need a crash course in the down-to-earth basics of storytelling. Talent and inspiration can't be taught, but Frey does provide scores of helpful suggestions and sensible rules and principles.

An international
...

Taxicab Geometry: An Adventure in Non-Euclidean Geometry
Taxicab Geometry: An Adventure in Non-Euclidean Geometry

Develops a simple non-Euclidean geometry and explores some of its practical applications through graphs, research problems, and exercises. Includes selected answers.

This book has a triple purpose: to develop a very simple, concrete non-Euclidean geometry; to explore a few of its many real-world applications; to pose some of the...

The Lanczos Method: Evolution and Application (Software, Environments and Tools)
The Lanczos Method: Evolution and Application (Software, Environments and Tools)
'I recommend this book to anyone who wants to appreciate the often subtle interactions between algorithm research and engineering applications. For the engineer, it comprehensively summarizes 25 years of intellectual development in the understanding of the basic Lanczos algorithm and its many variants. For the numerical analysts, it describes the...
Solving Nonlinear Equations with Newton's Method (Fundamentals of Algorithms)
Solving Nonlinear Equations with Newton's Method (Fundamentals of Algorithms)
This small book on Newton's method is a user-oriented guide to algorithms and implementation. Its purpose is to show, via algorithms in pseudocode, in MATLAB®, and with several examples, how one can choose an appropriate Newton-type method for a given problem and write an efficient solver or apply one written by others.

This book is
...
The DFT: An Owners' Manual for the Discrete Fourier Transform
The DFT: An Owners' Manual for the Discrete Fourier Transform
Just as a prism separates white light into its component bands of colored light, so the discrete Fourier transform (DFT) is used to separate a signal into its constituent frequencies. Just as a pair of sunglasses reduces the glare of white light, permitting only the softer green light to pass, so the DFT may be used to modify a signal to achieve a...
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