Overflow: Sometimes new data are to be inserted into a data structure but there is no available space , i.e, the free-storage list is empty.This situation is called overflow.
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Solve Math problem By Using Linear Arrays: 4.1 Consider the linear arrays AAA(5:50), BBB(-5:10) and CCC(18). (a) Find the number of ...
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P USH(STACK, TOP, MAXSTK, ITEM): This procedure pushes an ITEM onto a stack. 1. [Stack already filled?] If TOP = MAXSTK, then...
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Two-Way Header Lists: The advantages of a two-way list a circular header list may be combined into a two-way circular header list as ....
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Using the bubble sort algorithm, Algorithm 4.4, find the number C of comparisons and the number D of interchanges which alphabetize the n =...
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PUSH_LINKSTACK(INFO, LINK, TOP, AVAIL, ITEM) This procedure pushes an ITEM into a linked stack 1. [Avail Space?] If AVAIL = N...
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Suppose the following numbers are stored in an array A: 32, 51, 27, 85, 66...
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Overflow: Sometimes new data are to be inserted into a data structure but there is no available space , i.e, the free-storage list is em...
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One Way List Representation of a Priority Queue: One way to maintain a priority queue in memory is by means of a one-way list, as follow...
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DELLOCHL(INFO, LINK, START, AVAIL, ITEM) 1. [Use Procedure FINDBHL to find the location of N and its preceding node.] Call L...
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Binary Searching Array Element Let DATA be the following sorted 13-element array: DATA: 11, 22, 30, 33, 40, 44, 55, 60, 66, 77, 80, 88...
Blog Archive
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2016
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March
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- Two-Way Header Lists
- Inserting into a Sorted Linked List
- Deletion Algorithms
- COPY(INFO, LINK, NAME1, NAME2, AVAIL)
- Insertion Algorithms
- INSERT(INFO, LINK, START, AVAIL, ITEM)
- FINDA(INFO, LINK, START, ITEM, LOC)
- DELLOCHL(INFO, LINK, START, AVAIL, ITEM)
- FINDBHL(INFO, LINK, START, ITEM, LOC, LOCP)
- SRCHHL(INFO, LINK, START, ITEM, LOC)
- Traversing a Circular Header List
- Traversing a Circular Header List
- DELETION FROM A LINKED LIST
- DELETION FROM A LINKED LIST
- Inserting after a Given Node
- Inserting after a Given Node
- Inserting at the Beginning of a List
- Inserting at the Beginning of a List
- Deleting the Node Following a Given Node
- Deleting the Node Following a Given Node
- Deleting the Node with a Given ITEM of Information
- Deleting the Node with a Given ITEM of Information
- Searching A LINK LIST
- Searching A Link List
- PATH LENGTH: HUFFMAN'S ALGORITHM
- Huffman's Algorithm
- COUNT(INFO, LINK, START, NUM)
- Procedure: COUNT(INFO, LINK, START, NUM)
- Procedure: PRINT(INFO, LINK, START)
- Traversing a linked List
- TRAVERSING A LINKED LIST
- What is Header Linked List?
- POP_LINKSTACK(INFO, LINK, TOP, AVAIL, ITEM)
- PUSH_LINKSTACK(INFO, LINK, TOP, AVAIL, ITEM)
- We simulate the operation PUSH(STACK, ITEM)
- We simulate the operation PUSH(STACK, WWW)
- One Way List Representation of a Priority Queue
- What is Priority Queues?
- QDELETE(QUEUE, N, FRONT, REAR, ITEM)
- QINSERT(QUEUE, N, FRONT, REAR, ITEM)
- (QuickSort) This algorithm sorts an array A with ...
- DELLSTH(INFO, LINK START, AVAIL)
- Representation Of Linked Lists In Memory
- What is Linked Lists?
- POP(STACK, TOP, ITEM): This procedure deletes t...
- PUSH(STACK, TOP, MAXSTK, ITEM)
- What is Ackermann Function?
- FIBONACCI(FIB, N)
- Example Of Fibonaci Sequence
- FACTORIAL(FACT, N)
- Example Of Factorial Function
- What is Recursion?
- Traversing Binary Tree
- What is Binary Trees?
- Two basic Operation Of Stack
- What is underflow?
- What is Overflow?
- Shortest Path Algorithm
- Warshall's Algorithm
- (Matrix Multiplication) MATMUL(A, B, C, M, P, N)
- Solve Math problem By Using Linear Arrays
- Example Using the bubble sort algorithm
- Number Sorted Of Bubble Sort
- Bubble Sort
- Deleting From a Linear Array Algorithm: (Dele...
- Inserting Into a Linear Array
- Binary Search
- Binary Searching Array Element
- Traversing Linear Arrays
- Arrays, Records and Pointers
- Linear Search Algorithm 2.4
- Complexity Of Algorithms
- Algorithm Largest Element in Array
- Data Structure Operations
- Queue
- Stack Lesson One
- Lesson One Data Stucture
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▼
March
(77)
Posts
Blog Archive
-
▼
2016
(86)
-
▼
March
(77)
- Two-Way Header Lists
- Inserting into a Sorted Linked List
- Deletion Algorithms
- COPY(INFO, LINK, NAME1, NAME2, AVAIL)
- Insertion Algorithms
- INSERT(INFO, LINK, START, AVAIL, ITEM)
- FINDA(INFO, LINK, START, ITEM, LOC)
- DELLOCHL(INFO, LINK, START, AVAIL, ITEM)
- FINDBHL(INFO, LINK, START, ITEM, LOC, LOCP)
- SRCHHL(INFO, LINK, START, ITEM, LOC)
- Traversing a Circular Header List
- Traversing a Circular Header List
- DELETION FROM A LINKED LIST
- DELETION FROM A LINKED LIST
- Inserting after a Given Node
- Inserting after a Given Node
- Inserting at the Beginning of a List
- Inserting at the Beginning of a List
- Deleting the Node Following a Given Node
- Deleting the Node Following a Given Node
- Deleting the Node with a Given ITEM of Information
- Deleting the Node with a Given ITEM of Information
- Searching A LINK LIST
- Searching A Link List
- PATH LENGTH: HUFFMAN'S ALGORITHM
- Huffman's Algorithm
- COUNT(INFO, LINK, START, NUM)
- Procedure: COUNT(INFO, LINK, START, NUM)
- Procedure: PRINT(INFO, LINK, START)
- Traversing a linked List
- TRAVERSING A LINKED LIST
- What is Header Linked List?
- POP_LINKSTACK(INFO, LINK, TOP, AVAIL, ITEM)
- PUSH_LINKSTACK(INFO, LINK, TOP, AVAIL, ITEM)
- We simulate the operation PUSH(STACK, ITEM)
- We simulate the operation PUSH(STACK, WWW)
- One Way List Representation of a Priority Queue
- What is Priority Queues?
- QDELETE(QUEUE, N, FRONT, REAR, ITEM)
- QINSERT(QUEUE, N, FRONT, REAR, ITEM)
- (QuickSort) This algorithm sorts an array A with ...
- DELLSTH(INFO, LINK START, AVAIL)
- Representation Of Linked Lists In Memory
- What is Linked Lists?
- POP(STACK, TOP, ITEM): This procedure deletes t...
- PUSH(STACK, TOP, MAXSTK, ITEM)
- What is Ackermann Function?
- FIBONACCI(FIB, N)
- Example Of Fibonaci Sequence
- FACTORIAL(FACT, N)
- Example Of Factorial Function
- What is Recursion?
- Traversing Binary Tree
- What is Binary Trees?
- Two basic Operation Of Stack
- What is underflow?
- What is Overflow?
- Shortest Path Algorithm
- Warshall's Algorithm
- (Matrix Multiplication) MATMUL(A, B, C, M, P, N)
- Solve Math problem By Using Linear Arrays
- Example Using the bubble sort algorithm
- Number Sorted Of Bubble Sort
- Bubble Sort
- Deleting From a Linear Array Algorithm: (Dele...
- Inserting Into a Linear Array
- Binary Search
- Binary Searching Array Element
- Traversing Linear Arrays
- Arrays, Records and Pointers
- Linear Search Algorithm 2.4
- Complexity Of Algorithms
- Algorithm Largest Element in Array
- Data Structure Operations
- Queue
- Stack Lesson One
- Lesson One Data Stucture
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March
(77)
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