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Mastering Algorithms With C - Kyle Loudon [251]

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graph_is_adjacent

graph_adjlists

graph_vcount

graph_ecount

11.3. Implementation and Analysis of Graphs

11.3.1. graph_init

11.3.2. graph_destroy

11.3.3. graph_ins_vertex

11.3.4. graph_ins_edge

11.3.5. graph_rem_vertex

11.3.6. graph_rem_edge

11.3.7. graph_adjlist

11.3.8. graph_is_adjacent

11.3.9. graph_adjlists, graph_vcount, graph_ecount

11.4. Graph Example: Counting Network Hops

11.5. Graph Example: Topological Sorting

11.6. Questions and Answers

11.7. Related Topics

III. Algorithms

12. Sorting and Searching

12.1. Description of Insertion Sort

12.2. Interface for Insertion Sort

issort

12.3. Implementation and Analysis of Insertion Sort

12.4. Description of Quicksort

12.5. Interface for Quicksort

qksort

12.6. Implementation and Analysis of Quicksort

12.7. Quicksort Example: Directory Listings

12.8. Description of Merge Sort

12.9. Interface for Merge Sort

mgsort

12.10. Implementation and Analysis of Merge Sort

12.11. Description of Counting Sort

12.12. Interface for Counting Sort

ctsort

12.13. Implementation and Analysis of Counting Sort

12.14. Description of Radix Sort

12.15. Interface for Radix Sort

rxsort

12.16. Implementation and Analysis of Radix Sort

12.17. Description of Binary Search

12.18. Interface for Binary Search

bisearch

12.19. Implementation and Analysis of Binary Search

12.20. Binary Search Example: Spell Checking

12.21. Questions and Answers

12.22. Related Topics

13. Numerical Methods

13.1. Description of Polynomial Interpolation

13.1.1. Constructing an Interpolating Polynomial

13.1.2. Evaluating an Interpolating Polynomial

13.2. Interface for Polynomial Interpolation

interpol

13.3. Implementation and Analysis of Polynomial Interpolation

13.4. Description of Least-Squares Estimation

13.5. Interface for Least-Squares Estimation

lsqe

13.6. Implementation and Analysis of Least-Squares Estimation

13.7. Description of the Solution of Equations

13.7.1. Finding Roots with Newton's Method

13.7.2. Computing the Derivative of a Polynomial

13.7.3. Understanding the First and Second Derivative

13.7.4. Selecting an Initial Point for Newton's Method

13.7.5. How Newton's Method Works

13.8. Interface for the Solution of Equations

root

13.9. Implementation and Analysis of the Solution of Equations

13.10. Questions and Answers

13.11. Related Topics

14. Data Compression

14.1. Description of Bit Operations

14.2. Interface for Bit Operations

bit_ get

bit_set

bit_xor

bit_rot_left

14.3. Implementation and Analysis of Bit Operations

14.3.1. bit_ get

14.3.2. bit_set

14.3.3. bit_xor

14.3.4. bit_rot_left

14.4. Description of Huffman Coding

14.4.1. Entropy and Minimum Redundancy

14.4.2. Building a Huffman Tree

14.4.3. Compressing and Uncompressing Data

14.4.4. Effectiveness of Huffman Coding

14.5. Interface for Huffman Coding

huffman_compress

huffman_uncompress

14.6. Implementation and Analysis of Huffman Coding

14.6.1. huffman_compress

14.6.2. huffman_uncompress

14.7. Huffman Coding Example: Optimized Networking

14.8. Description of LZ77

14.8.1. Maintaining a Dictionary of Phrases

14.8.2. Compressing and Uncompressing Data

14.8.3. Effectiveness of LZ77

14.9. Interface for LZ77

lz77_compress

lz77_uncompress

14.10. Implementation and Analysis of LZ77

14.10.1. lz77_compress

14.10.2. lz77_uncompress

14.11. Questions and Answers

14.12. Related Topics

15. Data Encryption

15.1. Description of DES

15.1.1. Computing Subkeys

15.1.2. Enciphering and Deciphering Data Blocks

15.2. Interface for DES

des_encipher

des_decipher

15.3. Implementation and Analysis of DES

15.3.1. des_encipher

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