Archive for the Category »Ebooks «

How To Draw Comics – Basic Training – eBook

How To Draw Comics - Basic Training - eBook

http://uploaded.to/?id=ztuel5

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Or

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http://rapidshare.com/files/196861655/How_to_Draw_Comics_Basic_Training.rar.

Sun Tzu – The Art of War – eBook and AudioBook

sun tzu

Widely regarded as “The Oldest Military Treatise in the World,” this work, written more than 2,500 years ago, today retains much of its original authoritative merit. Still a valuable guide to the conduct of war, this classic is now available on audio. Unabridged. 2 CDs.

All warfare is based on deception. Thus, when able to attack, we must seem unable. Hold out bait to entice the enemy. Feign disorder, and crush him. If he is in superior strength, evade him. If your opponent is quick to anger, seek to irritate him. Pretend to be weak, that he may grow arrogant. Written before Alexander the Great was born, this Chinese treatise on war has become one of the most influential works on the subject. Read widely in the east since its appearance 2500 years ago, The Art of War first came to the west with a French Jesuit in1782. It has been studied by generals from Napoleon to Rommel and it is still required reading in most military academies of the world.

Rapidshare:

http://rapidshare.com/files/166296300/SunTzu.EBook.pdf

http://rapidshare.com/files/166296549/SunTzu.Audiobook.rar

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Easyshare:

eBook:

http://w18.easy-share.com/1702519937.html

Audiobook:

http://w15.easy-share.com/1702519936.html

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Links are interchangeable.

AutoCAD 2008 For Dummies

Download :

http://rapidshare.com/files/149065822/AutoCAD_2008_for_Dummies_IRFree.com.pdf

Or:

http://www.filefactory.com/file/8dce5d/n/AutoCAD_2008_for_Dummies_IRFree_com_pdf

Cracking the TOEFL iBT (2008 Edition) – eBook

cracking the toefl ibt

The TOEFL has undergone major changes in recent years. It is now completely computer-based; it’s longer; and it has mandatory Speaking, Listening, and Writing sections. Cracking the TOEFL iBT provides the most comprehensive information available about how to succeed on the exam, full transcript, full-length practice test, and scores of drill questions.

In Cracking the TOEFL iBT, The Princeton Review will teach you how to:
·Use our preparation strategies and test-taking techniques to raise your score
·Focus your reading and listening to identify the key parts of passages, lectures, and conversations
·Improve your command of spoken English and your use of good English grammar and vocabulary
·Write top-scoring essays by responding to the specific question asked and organizing your ideas clearly
·Test your knowledge with review questions and practice drills for each topic covered

All of our practice test questions are just like those on the actual exam, and we explain how to answer every question.

560 pages l 59Mb
Publisher: Princeton Review; Pap/Com edition

Rapidshare:

http://rapidshare.com/files/145410471/Cracking.TOEFLiBT.zip

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Easyshare:

http://w17.easy-share.com/1701577641.html

Dictionary Of Dreams

dreams

First published at the start of the century, this exceptional handbook to dream interpretation has been expanded and revised. Its easy-to-follow definitions provide a rich source of information to aid the dreamer in understanding the unconscious.

The thousands of things you dream about, from actors and animals to food, flowers, and meteorological conditions, may have significant and unusual meaning in your life.

http://rapidshare.com/files/144432453/DicOfD.rar

Introduction to Partial Differential Equations

Cambridge University Press | ISBN 978-0-521-84886-2 | Pages: 385 | English | PDF | Size: 1.87 MB | RAR-Commpressed : 2.28 MB | No Password

This book presents an introduction to the theory and applications of partial differential equations (PDEs). The book is suitable for all types of basic courses on PDEs, including courses for undergraduate engineering, sciences and mathematics students, and for ?rst-year graduate courses as well. Having taught courses on PDEs for many years to varied groups of students from engineering, science and mathematics departments, we felt the need for a textbook that is concise, clear, motivated by real examples and mathematically rigorous.We therefore wrote a book that covers the foundations of the theory of PDEs. This theory has been developed over the last 250 years to solve the most fundamental problems in engineering, physics and other sciences. Therefore we think that one should not treat PDEs as an abstract mathematical discipline; rather it is a ?eld that is closely related to real-world problems. For this reason we strongly emphasize throughout the book the relevance of every bit of theory and every practical tool to some speci?c application. At the same time, we think that the modern engineer or scientist should understand the basics of PDE theory when attempting to solve speci?c problems that arise in applications. Therefore we took great care to create a balanced exposition of the theoretical and applied facets of PDEs. The book is ?exible enough to serve as a textbook or a self-study book for a large class of readers. The ?rst seven chapters include the core of a typical one-semester course. In fact, they also include advanced material that can be used in a graduate course. Chapters 9 and 11 include additional material that together with the ?rst seven chapters ?ts into a typical curriculum of a two-semester course. In addition, Chapters 8 and 10 contain advanced material on Green’s functions and the calculus of variations. The book covers all the classical subjects, such as the separation of variables technique and Fourier’s method (Chapters 5, 6, 7, and 9), the method of characteristics (Chapters 2 and 9),
and Green’s function methods (Chapter 8). At the same time we introduce the basic theorems that guarantee that the problem at hand is well de?ned (Chapters 2–10), and we took care to include modern ideas such as variational methods (Chapter 10) and numerical methods (Chapter 11). The ?rst eight chapters mainly discuss PDEs in two independent variables. Chapter 9 shows how the methods of the ?rst eight chapters are extended and enhanced to handle PDEs in higher dimensions. Generalized and weak solutions are presented in many parts of the book. Throughout the book we illustrate the mathematical ideas and techniques by applying them to a large variety of practical problems, including heat conduction, wave propagation, acoustics, optics, solid and ?uid mechanics, quantum mechanics, communication, image processing, musical instruments, and traf?c ?ow. We believe that the best way to grasp a new theory is by considering examples and solving problems. Therefore the book contains hundreds of examples and problems,
most of them at least partially solved. Extended solutions to the problems are available for course instructors using the book from

solutions@cambridge.org
We also include dozens of drawing and graphs to explain the text better and to demonstrate visually some of the special features of certain solutions. It is assumed that the reader is familiar with the calculus of functions in several variables, with linear algebra and with the basics of ordinary differential equations. The book is almost entirely self-contained, and in the very few places where we cannot go into details, a reference is provided. The book is the culmination of a slow evolutionary process. We wrote it during several years, and kept changing and adding material in light of our experience in the classroom. The current text is an expanded version of a book in Hebrew that the authors published in 2001, which has been used successfully at Israeli universities and colleges since then. Our cumulative expertise of over 30 years of teaching PDEs at several universities, including Stanford University, UCLA, Indiana University and the Technion – Israel Institute of Technology guided to us to create a text that enhances not just technical competence but also deep understanding of PDEs.We are grateful to our many students at these universities with whom we had the pleasure of studying this fascinating subject. We hope that the readers will also learn to enjoy it. We gratefully acknowledge the help we received from a number of individuals. Kristian Jenssen from North Carolina State University, Lydia Peres and Tiferet Saadon from the Technion – Israel Institute of Technology, and Peter Sternberg from Indiana University read portions of the draft and made numerous comments and suggestions for improvement. Raya Rubinstein prepared the drawings, whileYishai Pinchover and Aviad Rubinstein assisted with the graphs. Despite our best efforts, we surely did not discover all the mistakes in the draft. Therefore we encourage observant readers to send us their comments at

pincho@techunix.technion.ac.il
We will maintain a webpage with a list of errata at
http://www.math.technion.ac .il/~pincho/PDE.pdf
Download:
http://www.uploading.com/files/HVIF3A28/Introduction_to_Partial_Differential_Equ…rar.html