Description of binary searching and Fibonacci search
Give a brief description of the term binary searching and Fibonacci search?
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Binary Search : Binary search is the procedure of locating an element in the sorted list. The search starts by a dividing the list in two parts. The algorithm compares the median value. If the search element is less than median value, the top list only will be searched, after finding out the middle element of that list. The procedure continues till the element is found or the search in top list is complete. The same procedure is continued for the bottom list, till the element is found or the search in the bottom list is finished. If an element is found that should be the median value.
Fibonacci Search : Fibonacci search is a procedure of searching a sorted array by utilizing divide and conquer algorithm. Fibonacci search inspects locations whose addresses have lower dispersion. When the search element has non-uniform access memory storage, the Fibonacci search algorithm diminishes the average time required for accessing a storage location.
Describe the terms Base case, Binding Time, Recursive case, Run-Time Stack and Tail Recursion.
Define the types of an algorithm.
How is this possible to insert different type of elements within a stack?
Write down the differentiation between STACK and ARRAY?
What are the areas wherein data structures are applied extensively?
Write the goals of Data Structure?
What is meant by the precision?
Define testing?
Explain the disadvantages of the array implementations of linked list?
List the areas in that data structures are applied extensively?
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