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You know mathematics. You know how to write mathematics. But do you know how to produce clean, clear, well-formatted manuscripts for publication? Do you speak the language of publishers, typesetters, graphics designers, and copy editors? Your page design-the style and format of theorems and equations, running heads and section headings, page
This handy volume, enlivened by anecdotes, unusual paper titles, and humorous quotations, provides even more information on the issues you will face when writing a technical paper or talk, from choosing the right journal in which to publish to handling your references. Its overview of the entire publication process is invaluable for anyone hoping to publish in a technical journal.
Typography, Referenced is the single most comprehensive volume covering every aspect of typography that any design student, professional designer, or design aficionado needs to know today. In these pages, you'll find: —Thousands of illustrated examples of contemporary usage in design —Historical developments from Greek lapidary letters to the movie Helvetica —Landmark designs turning single letters into typefaces —Definitions of essential type-specific language, terms, ideas, principles, and processes —Ways technology has influenced and advanced type —The future of type on the web, mobile devices, tablets, and beyond In short, Typography, Referenced is the ultimate source of typographic information and inspiration, documenting and chronicling the full scope of essential typographic knowledge and design from the beginnings of moveable type to the present "golden age" of typography.
This reference serves as a reader-friendly guide to every basic tool and skill required in the mathematical library and helps mathematicians find resources in any format in the mathematics literature. It lists a wide range of standard texts, journals, review articles, newsgroups, and Internet and database tools for every major subfield in mathematics and details methods of access to primary literature sources of new research, applications, results, and techniques. Using the Mathematics Literature is the most comprehensive and up-to-date resource on mathematics literature in both print and electronic formats, presenting time-saving strategies for retrieval of the latest information.
The gap between the rote, calculational learning mode of calculus and ordinary differential equations and the more theoretical learning mode of analysis and abstract algebra grows ever wider and more distinct, and students' need for a well-guided transition grows with it. For more than six years, the bestselling first edition of this classic text has helped them cross the mathematical bridge to more advanced studies in topics such as topology, abstract algebra, and real analysis. Carefully revised, expanded, and brought thoroughly up to date, the Elements of Advanced Mathematics, Second Edition now does the job even better, building the background, tools, and skills students need to meet the challenges of mathematical rigor, axiomatics, and proofs. New in the Second Edition: Expanded explanations of propositional, predicate, and first-order logic, especially valuable in theoretical computer science A chapter that explores the deeper properties of the real numbers, including topological issues and the Cantor set Fuller treatment of proof techniques with expanded discussions on induction, counting arguments, enumeration, and dissection Streamlined treatment of non-Euclidean geometry Discussions on partial orderings, total ordering, and well orderings that fit naturally into the context of relations More thorough treatment of the Axiom of Choice and its equivalents Additional material on Russell's paradox and related ideas Expanded treatment of group theory that helps students grasp the axiomatic method A wealth of added exercises
The finite element method has always been a mainstay for solving engineering problems numerically. The most recent developments in the field clearly indicate that its future lies in higher-order methods, particularly in higher-order hp-adaptive schemes. These techniques respond well to the increasing complexity of engineering simulations and
“Advanced technology is indistinguishable from magic.” --Arthur C. Clarke This well-researched book makes sense of the new advances in electronic services and resources available to science and technology libraries. It will familiarize you with the latest collection development, reference service, and information service technologies. Inside you’ll find case studies, examples of successful implementations of emerging information technologies, helpful tables and figures, screen shots, and more! In addition to bringing you up to date on the latest trends in the area, Electronic Resources and Services in Sci-Tech Libraries will provide you with essential background information on these important technologies. With Electronic Resources and Services in Sci-Tech Libraries, you’ll learn: how the University of Arizona Libraries access remote electronic resources how journal articles containing complex mathematics are published on the Web--including the latest developments in MathML, PDF, OpenMath, and more how the e-resource registry approach can be integrated with existing custom Web-based services how to use user-centered criteria to evaluate electronic journals how to use e-prints (electronic preprints) to break the stranglehold that journal publishers have over science libraries how to get the most from electronic reserves-with tips and techniques for implementing an e-reserves service, negotiating copyright issues, and more how to implement a successful current awareness services program how the next generation of library portals will impact sci-tech libraries and much more!
Theoretically, multiwavelets hold significant advantages over standard wavelets, particularly for solving more complicated problems, and hence are of great interest. Meeting the needs of engineers and mathematicians, this book provides a comprehensive overview of multiwavelets. The author presents the theory of wavelets from the viewpoint of genera
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