Get Free Shipping on orders over $79
Expert's Voice in Open Source : Beginning - Mark Murphy

Expert's Voice in Open Source

By: Mark Murphy

Paperback | 26 June 2009

At a Glance

Paperback


RRP $74.99

$73.75

or 4 interest-free payments of $18.44 with

 or 

Ships in 5 to 10 business days

Learn how to develop applications for Android mobile devices using simple examples, ready to run with your copy of the software development kit. Author and Android columnist, writer, developer, and community advocate Mark L. Murphy shows you what you need to know to get started on programming Android applications-everything from crafting graphical user interfaces to using GPS, accessing web services, and more!

The Android development platform, created by Google and the Open Handset Alliance, is a platform in its truest sense, encompassing hundreds of classes beyond the traditional Java classes and open source components that ship with the SDK. Some Android books race through the material, trying to cover as much ground as possible in as few pages as possible. Experienced writer and community advocate Mark Murphy shows you how to develop Android applications simply and with care.

The book includes dozens of sample projects, ready to run with your copy of the SDK-not just one huge project where you have difficulty finding the specific examples of the technique you are looking for. You can even get these sample programs online at Apress.com.

More in Information Technology General Issue

Careless People : A story of where I used to work - Sarah Wynn-Williams

RRP $24.99

$21.75

13%
OFF
Doppelganger : A Trip Into the Mirror World - Naomi Klein

RRP $26.99

$22.99

15%
OFF
Open to Work : How to Get Ahead in the Age of AI - Ryan Roslansky

RRP $34.99

$27.99

20%
OFF
Fundamentals of Computer Graphics - Steve Marschner

RRP $94.99

$85.75

10%
OFF
5G Enabled Technology for Smart City and Urbanization System - Durgesh  Srivastava
Advancing Healthcare through Data-driven Innovations - Aditya  Gupta
Antennas : From the Theory of Long Lines to Integral Equations - Boris Levin