Networked Life: 20 Questions and Answers Mung Chiang » holypet.ru

Networked Life20 Questions and AnswersChiang, Mung.

"Mung Chiang's Networked Life has an intriguing premise and an ambitious vision.Chiang's framing of the material as 20 intriguing questions about networks, their architectures, and associated phenomena ties theory to practical systems that students encounter every day.Chiang's course surely pushes the boundaries of the traditional lecture, and the book similarly is meant to be a next.

Sep 10, 2012 · "Mung Chiang's Networked Life has an intriguing premise and an ambitious vision.Chiang's framing of the material as 20 intriguing questions about networks, their architectures, and associated phenomena ties theory to practical systems that students encounter every day.Chiang's course surely pushes the boundaries of the traditional lecture, and the book similarly is meant to be a.</plaintext> Networked Life is intended for Electrical Engineering students in their Junior/Senior undergraduate year. I am not the most math minded person and this is a true textbook with detailed information. I received this book as a freebie and thought it was a more lay person's book about questions and answers. Corpus ID: 14149499. Networked Life: 20 questions and answers by Mung Chiang 4 @inproceedingsGasarch2013NetworkedL, title=Networked Life: 20 questions and answers by Mung Chiang 4, author=William Gasarch, year=2013 . Networked Life: 20 Questions and Answers Mung Chiang Princeton University April 2012 Draft. Contents Preface page v Acknowledgements viii Roadmap xi. This is a book illustrating some pretty big ideas in networking, through 20 questions we can all relate to in our daily lives. Questions.</p> <p>Networked Life: 20 Questions and Answers. Responsibility Mung Chiang. Publication Cambridge: Cambridge University Press, 2012. Physical description 1 online resource 503 pages: digital, PDF files. Online. Available online Cambridge Core. It From The Networked Life - 20 Questions And Answers Book By Mung Chiang Question: It From The Networked Life - 20 Questions And Answers Book By Mung Chiang This question. Document about Networked Life 20 Questions And Answers is available on print and digital edition. This pdf ebook is one of digital edition of Networked Life 20 Networked life: 20 questions and answers by mung chiang Networked Life has 17 ratings and 1 review.</p> <p>Chiang's framing of the material as 20 intriguing questions about networks, their architectures, and associated phenomena ties theory to practical systems that students encounter every dayChiang's course surely pushes the boundaries of the traditional lecture, and the book similarly is meant to be a next-generation work.'. Sep 10, 2012 · Networked Life: 20 Questions and Answers eBook: Chiang, Mung: Amazon.in: Kindle Store. Skip to main content.in Hello, Sign in. Account & Lists Returns & Orders. Try. Prime Cart. Kindle Store Go Search Hello. 978-1-107-02494-6 - Networked Life: 20 Questions and Answers Mung Chiang Frontmatter More information “We are entering a new Internet era – the era of the likes of Google, Amazon, Netflix,. Networked Life: 20 Questions and Answers Mung Chiang Frontmatter More information. Preface You pick up your iPhone while waiting in line at a co ee. Sep 10, 2012 · Amazon.in - Buy Networked Life: 20 Questions and Answers book online at best prices in India on Amazon.in. Read Networked Life: 20 Questions and Answers book reviews & author details and more at Amazon.in. Free delivery on qualified orders.</p> <p>Networked life: 20 questions and answers. [Mung Chiang] -- How does Google sell ad space and rank webpages?. Mung Chiang. Abstract: Driven by real-world questions about our networked lives and packed with examples and exercises, this book explores the technology behind the multi-trillion dollar internet and wireless industries. Networked Life: 20 Questions and Answers by Mung Chiang Chapter 13: How does traffic get through the Internet? Problems 13.2 Routing Information Protocol RIP Consider the network shown in Figure 13.2 a Run a example of RIP in this network to Tind the minimum paths between all odes Show the ro ng tables al each lime slep.</p> <p>Networked Life - by Mung Chiang September 2012. We use cookies to distinguish you from other users and to provide you with a better experience on our websites. Networked Life: 20 Questions and Answers by Mung Chiang. Digital Rights Management DRM The publisher has supplied this book in encrypted form, which means that you need to install free software in order to unlock and read it.</p><img 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