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Figure:. Computer Science an overview EDITION 7. J. Glenn Brookshear. C H A P T E R 7. Data Structures. Figure 7.1: Novels arranged by title but linked according to authorship. Figure 7.2: The array of Readings stored in memory starting at address x.

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  1. Figure: Computer Science an overview EDITION 7 J. Glenn Brookshear

  2. C H A P T E R7 Data Structures

  3. Figure 7.1: Novels arranged by title but linked according to authorship

  4. Figure 7.2: The array of Readings stored in memory starting at address x

  5. Figure 7.3: A two-dimensional array with four rows and five columns stored in row major order

  6. Figure 7.4: Names stored in memory as a contiguous list

  7. Figure 7.5: The structure of a linked list

  8. Figure 7.6: Deleting an entry from a linked list

  9. Figure 7.7: Inserting an entry into a linked list

  10. Figure 7.8: A procedure for printing a linked list

  11. Figure 7.9: Nested procedures terminating in the opposite order to that in which they were requested

  12. Figure 7.10: Using a stack to print a linked list in reverse order (continued)

  13. Figure 7.10: Using a stack to print a linked list in reverse order

  14. Figure 7.11: A procedure (using an auxiliary stack) for printing a linked list in reverse order

  15. Figure 7.12: A stack in memory

  16. Figure 7.13: A queue implemented with head and tail pointers

  17. Figure 7.14: A queue “crawling” through memory

  18. Figure 7.15: A circular queue (a) containing the letters F through O as actually stored in memory

  19. Figure 7.15: A circular queue (b) in its conceptual form in which the last cell in the block is “adjacent” to the first cell

  20. Figure 7.16: An example of an organization chart

  21. Figure 7.17: Tree terminology

  22. Figure 7.18: The structure of a node in a binary tree

  23. Figure 7.19: The conceptual and actual organiza- tion of a binary tree using a linked storage system

  24. Figure 7.20: A tree stored without pointers

  25. Figure 7.21: A sparse, unbalanced tree shown in its conceptual form and as it would be stored without pointers

  26. Figure 7.22: The letters A through M arranged in an ordered tree

  27. Figure 7.23: The binary search as it would appear if the list were implemented as a linked binary tree

  28. Figure 7.24: The successively smaller trees considered by the procedure in Figure 7.23 when searching for the letter J

  29. Figure 7.25: Printing a search tree in alphabetical order

  30. Figure 7.26: A procedure for printing the data in a binary tree

  31. Figure 7.27: Inserting the entry M into the list B, E, G, H, J, K, N, P stored as a tree (continued)

  32. Figure 7.27: Inserting the entry M into the list B, E, G, H, J, K, N, P stored as a tree

  33. Figure 7.28: A procedure for inserting a new entry in a list stored as a binary tree

  34. Figure 7.29: A stack of integers implemented in C++

  35. Figure 7.30: A stack of integers implemented in Java and C#

  36. Figure 7.31: Our first attempt at expanding the machine language in Appendix C to take advantage of pointers

  37. Figure 7.32: Loading a register from a memory cell that is located by means of a pointer stored in a register

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