Computer Science: Computer Science Resources

MathSciNet is an electronic publication offering access to a carefully maintained and easily searchable database of reviews, abstracts and bibliographic information for much of the mathematical sciences literature. Over 100,000 new items are added each year, most of them classified according to the Mathematics Subject Classification. Authors are uniquely identified, enabling a search for publications by individual author rather than by name string.

Continuing in the tradition of the paper publication, Mathematical Reviews (MR), which was first published in 1940, expert reviewers are selected by a staff of professional mathematicians to write reviews of the current published literature; over 40,000 reviews are added to the database each year. Extending the MR tradition, MathSciNet contains over 2 million items and over 1 million direct links to original articles. Bibliographic data from retrodigitized articles dates back to the early 1800s. Reference lists are collected and matched internally from approximately 450 journals, and citation data for journals, authors, articles and reviews is provided. This web of citations allows users to track the history and influence of research publications in the mathematical sciences.

MathSciNet now contains bibliographic data and direct links for Ph.D. theses published in Mathematics, Applied Mathematics and Statistics from the ProQuest Dissertations & Theses database.

Exporting citations
Citations for MathSciNet items can be viewed/downloaded in EndNote, AMSRefs, BibTeX and ASCII formats.
You may choose to view or download citations for up to 50 item. This can be done by selecting Citations (ASCII), Citations (BibTeX), Citations (AMSRefs), or Citations (EndNote) from the pull-down menu located next to Batch download: and then clicking on Retrieve First 50. If there are fewer than 50 items in the list, all of them will be displayed. Alternatively, you may mark up to 50 individual items and then retrieve them. Click in the boxes to the left of all items you want to view/download and then click the Retrieve Marked button.
Once you have the list of citations displayed in the desired format, use the File | Save As function in your browser to download the file.

You can also download ebooks through the O'Reilly mobile app. Download the app called "O'Reilly" from Play Store for Android or Apple Store for iOS. In order to use the app, you must create an account using your vt.edu email address; then you can login to O'Reilly using your personal account.

The analysis and study of engineering failures is an essential part of many engineering curricula today. This focus enables modern engineers and scholars to learn what not to do and how to create designs with a greater chance of success. Yet the tools to teach these classes are often inconsistent, with much of the material scattered across numerous resources. Once located, information can be subjective and incomplete.
The engineering field needs a comprehensive resource to provide in-depth, impartial analysis of key engineering failures. Engineering Case Studies Online is an online collection that offers 250 hours of video and 50,000 pages of text resources to meet this growing need. It provides in-depth coverage for 50 of the most frequently taught and seminal case studies around the world together with supplementary materials from more than 1,000 additional failures.

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You can also download ebooks through the O'Reilly mobile app. Download the app called "O'Reilly" from Play Store for Android or Apple Store for iOS. In order to use the app, you must create an account using your vt.edu email address; then you can login to O'Reilly using your personal account.

MathWorld has been assembled over more than a decade by Eric W. Weisstein with assistance from thousands of contributors. Since its contents first appeared online in 1995, MathWorld has emerged as a nexus of mathematical information in both the mathematics and educational communities. It not only reaches millions of readers from all continents of the globe, but also serves as a clearinghouse for new mathematical discoveries that are routinely contributed by researchers. Its entries are extensively referenced in journals and books spanning all educational levels, including those read by researchers, elementary school students and teachers, engineers, and hobbyists.

MathWorld continues to grow and evolve with the assistance of thousands of contributors. Careful oversight of all aspects of its content and interface by creator Eric Weisstein, and more recently with able assistance from MathWorld associate Ed Pegg, Jr., provides an exacting level of quality, accuracy, and consistency. As a result, MathWorld is considered not only the clearest and most readable online resource for mathematics, but also one of the most reliable.

MathWorld is actively developed and maintained. The site is updated daily, thus achieving extremely rapid communication of new and extended results--many of which are provided by outside contributors--while at the same time maintaining a degree of editorial oversight and consistency across (and among) the site's nearly 13,000 entries that is simply not possible for other sites.

MathWorld currently features a number of innovative interactive elements that enhance its usability for a variety of different readers. These features include:

The MathWorld Classroom, which provides a set of pop-up "capsule summaries" for more than 300 mathematical terms.
Extensive citations to books and journal articles, many of which are active hyperlinks (but no Get VText links or cues).
Thousands of downloadable Mathematica notebooks.
Several types of interactive entries, including LiveGraphics3D applets for interactive three-dimensional geometry.
A powerful full-text search engine with both basic and advanced searching capabilities.
Dublin Core and Mathematics Subject Classification metadata in the HTML headers of each page.
Special information for Mathematica users.

The technology behind MathWorld is heavily based on Mathematica. In addition to being indispensable in the derivation, validation, and visualization of MathWorld's content, Mathematica is used to build the website itself, taking advantage of its advanced mathematical typesetting and data-processing capabilities.

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