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C and data structures p s deshpande

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  • Table of Contents

  • BackCover

  • C & Data Structures

  • Preface

  • Part I: C Language

    • Chapter 1: Introduction to the C Language

      • INPUTTING THE DATA

      • THE CONTROL STATEMENT (if STATEMENT)

      • THE ITERATION LOOP (for LOOP)

      • THE do...while LOOP

      • THE switch STATEMENT

    • Chapter 2: Data Types

      • VARIOUS DATA TYPES IN C

      • THE INTEGER DATA TYPE FAMILY

      • OVERFLOW IN char AND UNSIGNED char DATA TYPES

      • THE char TYPE

      • OCTAL NUMBERS

      • HEXADECIMAL NUMBERS

      • REPRESENTATION OF FLOATING-POINT NUMBERS

      • TYPE CONVERSION

      • FORCED CONVERSION

      • TYPE CASTING

    • Chapter 3: C Operators

      • ARITHMETIC OPERATOR

      • RELATIONAL OPERATOR

      • LOGICAL OPERATOR

      • TERNARY OPERATOR

      • INCREMENT OPERATOR

      • COMMA OPERATOR

      • BITWISE OPERATOR

      • OPERATOR PRECEDENCE

    • Chapter 4: Control Structures

      • THE if STATEMENT

      • SCOPE OF AN if CLAUSE

      • THE if-else STATEMENT

      • THE if-else if STATEMENT

      • THE switch STATEMENT

      • THE while LOOP

      • THE do-while LOOP

      • THE for LOOP

      • THE for LOOP WITH A COMMA OPERATOR

      • THE break STATEMENT

      • THE continue STATEMENT

    • Chapter 5: The printf Function

      • PLACEHOLDERS

    • Chapter 6: Address and Pointers

      • POINTERS

    • Chapter 7: The scanf Function

      • THE scanf PLACEHOLDERS

    • Chapter 8: Preprocessing

      • undef

      • ifdef

      • ifndef

      • #if

      • ifelse

      • ifelif

      • ERROR DIRECTIVE

      • #line

      • MACRO

      • MACRO AND FUNCTION

    • Chapter 9: Arrays

      • ADDRESS OF EACH ELEMENT IN AN ARRAY

      • ACCESSING AN ARRAY USING POINTERS

      • MANIPULATING ARRAYS USING POINTERS

      • ANOTHER CASE OF MANIPULATING AN ARRAY USING POINTERS

      • TWO-DIMENSIONAL ARRAY

      • THREE-DIMENSIONAL ARRAY

      • POINTER ARRAYS

    • Chapter 10: Function

      • THE CONCEPT OF STACK

      • THE SEQUENCE OF EXECUTION DURING A FUNCTION CALL

      • PARAMETER PASSING

      • CALL BY REFERENCE

      • THE CONCEPT OF GLOBAL VARIABLES

      • RESOLVING VARIABLE REFERENCES

      • SYNTAX OF FUNCTION DEFINITION

      • CALLING FUNCTION

    • Chapter 11: Storage of Variables

      • EXTERNAL REFERENCES

      • REGISTER VARIABLES

      • SCOPE OF VARIABLES

      • FURTHER SCOPE OF VARIABLES

    • Chapter 12: Memory Allocation

    • Chapter 13: Recursion

      • STACK OVERHEADS IN RECURSION

      • WRITING A RECURSIVE FUNCTION

    • Chapter 14: Strings

      • STRING DEFINITION

      • STRINGS AS PARAMETERS

    • Chapter 15: Structures

      • COMPLEX STRUCTURE DEFINITIONS

      • MEMORY ALLOCATION TO STRUCTURE

      • PROGRAMMING WITH STRUCTURES

      • STRUCTURE POINTERS

    • Chapter 16: Union

    • Chapter 17: Files

      • DIRECT ACCESS FILES

  • Part II: Data Structures

    • Chapter 18: Arrays, Searching, and Sorting

      • APPLICATION OF ARRAYS

      • MANIPULATIONS ON THE LIST IMPLEMENTED USING AN ARRAY

      • MERGING OF TWO SORTED LISTS

      • TRANSPOSE OF A MATRIX

      • FINDING THE SADDLE POINT OF A MATRIX

      • IMPLEMENTATION OF HEAPS

      • SORTING AND SEARCHING

      • BUBBLE SORT

      • QUICK SORT

      • MERGE SORT

      • HEAPSORT

      • SEARCHING TECHNIQUES: LINEAR OR SEQUENTIAL SEARCH

      • BINARY SEARCH

      • HASHING

      • HASHING FUNCTIONS

    • Chapter 19: Stacks and Queues

      • STACKS

      • APPLICATIONS OF STACKS

      • QUEUES

      • IMPLEMENTATION OF QUEUES

      • CIRCULAR QUEUES

      • IMPLEMENTATION OF A QUEUE USING LINKED REPRESENTATION

      • APPLICATIONS OF QUEUES

    • Chapter 20: Linked Lists

      • INSERTING A NODE BY USING RECURSIVE PROGRAMS

      • SORTING AND REVERSING A LINKED LIST

      • DELETING THE SPECIFIED NODE IN A SINGLY LINKED LIST

      • INSERTING A NODE AFTER THE SPECIFIED NODE IN A SINGLY LINKED LIST

      • INSERTING A NEW NODE IN A SORTED LIST

      • COUNTING THE NUMBER OF NODES OF A LINKED LIST

      • MERGING OF TWO SORTED LISTS

      • ERASING A LINKED LIST

      • POLYNOMIAL REPRESENTATION

      • REPRESENTATION OF SPARSE MATRICES

      • CIRCULAR LINKED LISTS

      • SPLITTING A LIST WITH 2N NODES INTO TWO SEPARATE AND EQUAL LISTS

      • MERGING OF TWO CIRCULAR LISTS

      • REVERSING THE DIRECTION OF LINKS IN A SINGLY LINKED CIRCULAR LIST

      • DOUBLY LINKED LISTS

      • INSERTION OF A NODE IN A DOUBLY LINKED LIST

      • DELETING A NODE FROM A DOUBLY LINKED LIST

      • APPLICATION OF DOUBLY LINKED LISTS TO MEMORY MANAGEMENT

    • Chapter 21: Trees

      • BINARY TREE AND ITS REPRESENTATION

      • BINARY TREE TRAVERSAL

      • BINARY SEARCH TREE

      • COUNTING THE NUMBER OF NODES IN A BINARY SEARCH TREE

      • SWAPPING OF LEFT AND RIGHT SUBTREES OF A GIVEN BINARY TREE

      • SEARCHING FOR A TARGET KEY IN A BINARY SEARCH TREE

      • DELETION OF A NODE FROM BINARY SEARCH TREE

    • Chapter 22: Graphs

      • REPRESENTATIONS OF A GRAPH

      • COMPUTING INDEGREE AND OUTDEGREE OF A NODE OF A GRAPH USING ADJACENCY MATRIX REPRESENTATION

      • DEPTH-FIRST TRAVERSAL

      • BREADTH-FIRST TRAVERSAL

      • CONNECTED COMPONENT OF A GRAPH

      • DEPTH-FIRST SPANNING TREE AND BREADTH-FIRST SPANNING TREE

      • MINIMUM-COST SPANNING TREE

      • DIRECTED ACYCLIC GRAPH (DAG)

  • Part III: Advanced Problems in Data Structures

    • Chapter 23: Problems in Arrays, Searching, Sorting, Hashing

      • PROBLEM:WRITE A PROGRAM TO FIND THE SADDLE POINT OF A MATRIX, IF IT EXISTS

      • PROBLEM: MULTIPLY TWO SPARSE MATRICES

      • PROBLEM: MULTIPLICATION OF TWO SPARSE MATRICES (DIFFERENT VERSIONS)

      • PROBLEM: IMPLEMENT K-WAY SORT-MERGE TO SORT A FILE CONTAINING RECORDS

      • PROBLEM: FIND A PLATEAU IN A MATRIX

      • PROBLEM: IMPLEMENTATION OF A HASH SEARCH

      • PROBLEM: IMPLEMENTATION OF REHASHING

    • Chapter 24: Problems in Stacks and Queues

      • PROBLEM: IMPLEMENTATION OF TWO STACKS USING AN ARRAY

    • Chapter 25: Problems in Linked Lists

      • PROBLEM: IMPLEMENTATION OF CIRCULAR LISTS BY USING ARRAYS

      • PROBLEM: REVERSING LINKS IN THE CASE OF CIRCULAR LIST

      • PROBLEM: MEMORY MANAGEMENT USING LISTS

      • PROBLEM: MEMORY MANAGEMENT USING VARIOUS SCHEMES

      • PROBLEM: GARBAGE COLLECTION-THE FIRST METHOD

      • PROBLEM: GARBAGE COLLECTION- THE SECOND METHOD

      • PROBLEM: COMPUTE N EQUIVALENCE CLASSES

    • Chapter 26: Problems in Strings

      • PROBLEM: MAXIMIZE A COMBINATION OF STRINGS-THE SECOND METHOD

      • PROBLEM: CLOSURE OF SETS

      • PROBLEM: DISTANCE BETWEEN TWO STRINGS

      • PROBLEM: FINDING THE MAXIMUM MATCHING PATTERN IN THE STRING

      • PROBLEM: IMPLEMENTATION OF THE SOUNDEX FUNCTION

    • Chapter 27: Problems in Trees

      • PROBLEM: WRITE A NON-RECURSIVE VERSION OF POSTORDER

      • PROBLEM: PREORDER TRAVERSAL OF A THREADED BINARY TREE

      • PROBLEM: IMPLEMENTATION OF A SET USING A BINARY TREE

      • PROBLEM: HUFFMAN CODING

      • PROBLEM: IMPLEMENTATION OF A B-TREE

      • PROBLEM: IMPLEMENTATION OF A B+ TREE

    • Chapter 28: Problems in Graphs

      • PROBLEM: CONNECTED COMPONENTS IN A GRAPH

      • PROBLEM: MINIMUM SPANNING TREE

      • PROBLEM: TOPOLOGICAL SORT

      • PROBLEM: FINDING THE SHORTEST PATH BY USING AN ADJACENCY MATRIX

      • PROBLEM: FINDING THE SHORTEST PATH BY USING AN ADJACENCY LIST

      • PROBLEM: THE M SHORTEST PATH

      • PROBLEM: THE ALL-COST SHORTEST PATH

    • Chapter 29: Miscellaneous Problems

      • PROBLEM: THE N-COINS PROBLEM

      • PROBLEM: ALL COMBINATIONS OF STRINGS

      • PROBLEM: THE 8-KNIGHTS PROBLEM

      • PROBLEM: N-QUEENS PROBLEM

      • PROBLEM: MAPPING OF N-QUEUES IN AN ARRAY

      • PROBLEM: IMPLEMENTATION OF A* ALGORITHM

  • Index

    • Index_A

    • Index_B

    • Index_C

    • Index_D

    • Index_E

    • Index_F

    • Index_G

    • Index_H

    • Index_I-J

    • Index_K

    • Index_L

    • Index_M

    • Index_N

    • Index_O

    • Index_P

    • Index_Q

    • Index_R

    • Index_S

    • Index_T

    • Index_U

    • Index_V

    • Index_W-Z

  • List of Figures

  • List of Tables

  • CD Content

Nội dung

lic graph Figure 22.24: DAG representation of expression (a+b)*c +((a+b) + e) Figure 22.25: A graph G Chapter 29: Miscellaneous Problems Figure 29.1: A knight can move to a maximum of eight positions List of Tables Chapter 2: Data Types Table 2.1: Integer data type storage allocations Chapter 3: C Operators Table 3.1: Comparing the equality operator (= =) with the ‘=’ assignment operator Table 3.2: Results of AND, OR, and Negation Table 3.3: Operator precedence rules Chapter 17: Files Table 17.1: Random access Chapter 19: Stacks and Queues Table 19.1: Scanning the infex expression a*b+c/d from right to left CD Content Following are select files from this book's Companion CD-ROM These files are for your personal use, are governed by the Books24x7 Membership Agreement, and are copyright protected by the publisher, author, and/or other third parties Unauthorized use, reproduction, or distribution is strictly prohibited Click on the link(s) below to download the files to your computer: File Description All CD Content Size 79,201 ... Chapter 17: Files Table 17.1: Random access Chapter 19: Stacks and Queues Table 19.1: Scanning the infex expression a*b +c/ d from right to left CD Content Following are select files from this book 's Companion CD-ROM...Chapter 29: Miscellaneous Problems Figure 29.1: A knight can move to a maximum of eight positions List of Tables Chapter 2: Data Types Table 2.1: Integer data type storage allocations Chapter 3: C Operators... Chapter 3: C Operators Table 3.1: Comparing the equality operator (= =) with the ‘=’ assignment operator Table 3.2: Results of AND, OR, and Negation Table 3.3: Operator precedence rules Chapter 17: Files

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