A Student S Guide To Unix

Introduction to unix; what is unix?; the unix connection; starting to use unix; starting with x window; using the keyboard with unix; programs to use right away; the online unix manual; command syntax; the shell; using the c-shell; communicating with other people; networks and addresses; mail; redirection and pipes; filters; displaying files; printing files; the vi editor; the unix file system; working with directories; working with files; usenet: the worldwide users'network; reading the usenet news; internet services; appendixes; glossary; reading list;quick index for the vi editor.

This text covers all the basic concepts and tools Unix/Linux users need to master: Unix vs Linux, GUIs, the command line interface, the online manual, syntax, the shell, standard I/O and redirection, pipes and filters, vi and Emacs, the Unix file system, and job control. Hahn offers a thoroughly readable approach to teaching Unix & Linux by emphasizing core ideas and carefully explaining unfamiliar terminology. The book walks readers through Unix & Linux systems from the very beginning, assuming no prior knowledge, and laying out material in a logical, straightforward manner.

A reference for beginners to advanced users of UNIX. There are 900 exercises that aim to test and strengthen the readers understanding of materials at all the different levels. The book also uses real-world examples to help readers grasp concepts more easily. There is coverage of the Bourne, Korn, bash, Linux and C shells to provide a wide range of information.

A Student’s Guide to the Study, Practice, and Tools of Modern Mathematics provides an accessible introduction to the world of mathematics. It offers tips on how to study and write mathematics as well as how to use various mathematical tools, from LaTeX and Beamer to Mathematica® and MapleTM to MATLAB® and R. Along with a color insert, the text includes exercises and challenges to stimulate creativity and improve problem solving abilities. The first section of the book covers issues pertaining to studying mathematics. The authors explain how to write mathematical proofs and papers, how to perform mathematical research, and how to give mathematical presentations. The second section focuses on the use of mathematical tools for mathematical typesetting, generating data, finding patterns, and much more. The text describes how to compose a LaTeX file, give a presentation using Beamer, create mathematical diagrams, use computer algebra systems, and display ideas on a web page. The authors cover both popular commercial software programs and free and open source software, such as Linux and R. Showing how to use technology to understand mathematics, this guide supports students on their way to becoming professional mathematicians. For beginning mathematics students, it helps them study for tests and write papers. As time progresses, the book aids them in performing advanced activities, such as computer programming, typesetting, and research.