Vinu V. Das's Principles of Data Structures Using C and C++ PDF

By Vinu V. Das

ISBN-10: 8122418589

ISBN-13: 9788122418583

ISBN-10: 8122428649

ISBN-13: 9788122428643

This booklet is written in response to the revised syllabus for B.Tech./B.E. (both laptop technological know-how and Electronics branches) and MCA scholars of Kerala college, MG college, Calicut college, CUSAT Cochin (deemed) collage. it's also compatible for NIT Calicut (deemed) collage, Anna collage, UP Technical collage, Amritha Viswa (deemed) Vidyapeeth, Karunya (deemed) college and Rajasthan Vidyapeeth (deemed) collage. furthermore, this e-book covers just about all the themes of the opposite Indian and foreign Universities the place this topic is there of their undergraduate and graduate courses. All attempt is made to debate the subjects within the easiest real way with no loosing its features.

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Distinguish between a program and an algorithm. [KERALA - MAY 2002 (BTech)] 27. Explain the advantages and disadvantage of list structure over array structure. [KERALA - MAY 2002 (BTech)] 28. Explain the term “data structure”. [KERALA - NOV 2001 (BTech)] 29. What do you understand by best, worst and average case analysis of an algorithm ? [KERALA - NOV 2001 (BTech)] 30. What are the uses of an array ? What is an ordered array ? [KERALA - NOV 2001 (BTech)] 31. How will you specify the time complexity of an algorithm ?

GARBAGE COLLECTION Suppose some memory space becomes reusable when a node (or a variable) is deleted from a list or an entire list is deleted from a program. Obviously, we would like the space to be made available for future use. One way to bring this about is to immediately reinsert the space into the free-storage list-using delete or free. However, this method may be too time-consuming for the operating system and most of the programming languages, reserve themselves the task of storage release, even if they provide operator like delete.

16. Move disk C from the peg Y to peg Z X Z Y C D A B Fig. 17. Move disk A from the peg X to peg Y X Z Y B A Fig. 18. Move disk B from the peg X to peg Z C D 43 THE STACK X Y Z A B C D Fig. 19. Move disk A from the tower Y to tower Z We can generalize the solution to the Tower of Hanoi problem recursively as follows : To move n disks from peg X to peg Z, using Y as auxiliary peg: 1. If n = 1, move the single disk from X to Z and stop. 2. Move the top(n – 1) disks from the peg X to the peg Y, using Z as auxiliary.

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Principles of Data Structures Using C and C++ by Vinu V. Das

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