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Programming Interviews Exposed

You're reading from   Programming Interviews Exposed Coding Your Way Through the Interview

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Product type Paperback
Published in Jun 2018
Publisher Wiley
ISBN-13 9781119418474
Length 384 pages
Edition 4th Edition
Tools
Concepts
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Authors (3):
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John Mongan John Mongan
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John Mongan
Noah Suojanen Kindler Noah Suojanen Kindler
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Noah Suojanen Kindler
Eric Giguère Eric Giguère
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Eric Giguère
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Toc

Table of Contents (23) Chapters Close

Preface Introduction 1 Before the Search FREE CHAPTER 2 The Job Application Process 3 The Phone Screen 4 Approaches to Programming Problems 5 Linked Lists 6 Trees and Graphs 7 Arrays and Strings 8 Recursion 9 Sorting 10 Concurrency 11 Object-Oriented Programming 12 Design Patterns 13 Databases 14 Graphics and Bit Manipulation 15 Data Science, Random Numbers, and Statistics 16 Counting, Measuring, and Ordering Puzzles 17 Graphical and Spatial Puzzles 18 Knowledge-Based Questions 19 Nontechnical Questions End User License Agreement
Appendix: Résumés

GRAPHS

Graphs are more general and more complex than trees. Like trees, they consist of nodes with children—a tree is actually a special case of a graph. But unlike tree nodes, graph nodes (or vertices) can have multiple “parents,” possibly creating a loop (a cycle). In addition, the links between nodes, as well as the nodes themselves, may have values or weights. These links are called edges because they may contain more information than just a pointer. In a graph, edges can be one-way or two-way. A graph with one-way edges is called a directed graph. A graph with only two-way edges is called an undirected graph. Figure 6-4 shows a directed graph, and Figure 6-5 shows an undirected graph.

Schematic structure of a directed graph, which is a graph with one-way edges.

FIGURE 6-4

Schematic structure of an undirected graph, which is a graph with only two-way edges.

FIGURE 6-5

Graphs are commonly used to model real-world problems that are difficult to model with other data structures. For example, a directed graph could represent the aqueducts connecting cities because water flows only one way. You might use such a graph...

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