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 Spring in Practice: Covers Spring 3
Summary
Spring in Practice shows you how to tackle the challenges you face when you build Spring-based applications. The book empowers software developers to solve concrete business problems by mapping application-level issues to Spring-centric solutions. It diverges from other cookbooks because it presents... |  |  Instant Spring for Android Starter
Leverage Spring for Android to create RESTful and OAuth Android apps
Overview
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Learn something new in an Instant! A short, fast, focused guide delivering immediate results.
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Learn what Spring for Android adds to the Android developer toolkit.
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Learn how to debug your Android...
|  |  Data Structures and Algorithms in Java
The design and analysis of efficient data structures has long been recognized as a key component of the Computer Science curriculum. Goodrich, Tomassia and Goldwasser's approach to this classic topic is based on the object-oriented paradigm as the framework of choice for the design of data structures. For each ADT presented in the text,... |
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 Reactive Design Patterns
Summary
Reactive Design Patterns is a clearly written guide for building message-driven distributed systems that are resilient, responsive, and elastic. In this book you'll find patterns for messaging, flow control, resource management, and concurrency, along with practical issues like test-friendly... |  |  The Coding Dojo Handbook
Do you work on a team where not everyone is enthusiastic about good design and writing automated tests? How can you promote good practices? This handbook is a collection of concrete ideas for how you can get started with a Coding Dojo, where a group of programmers can focus on improving their practical coding skills. When you step into the... |  |  Lie Algebras: Theory and Algorithms, Volume 56 (North-Holland Mathematical Library)
The aim of the present work is two-fold. Firstly it aims at a giving an account of many existing algorithms for calculating with finite-dimensional Lie algebras. Secondly, the book provides an introduction into the theory of finite-dimensional Lie algebras. These two subject areas are intimately related. First of all, the algorithmic perspective... |
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