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JavaScript Program to Implement Breadth-First Search

JavaScript Program to Implement Breadth-First Search

Breadth-First Search, or BFS, is a fundamental algorithm used to explore graphs and trees level by level. Unlike Depth-First Search, which dives as deep as possible along a branch, BFS explores all neighbors of a node first before moving to the next level. This makes it particularly useful for finding the shortest path in unweighted […]

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JavaScript Program to Implement Fibonacci Search

JavaScript Program to Implement Fibonacci Search

Fibonacci Search is an interesting and efficient searching algorithm that works on sorted arrays. Unlike Linear Search, which checks each element one by one, or Binary Search, which splits the array in halves, Fibonacci Search uses Fibonacci numbers to divide the array into sections for searching. This unique approach allows it to reduce the number

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JavaScript Program to Implement Ternary Search

JavaScript Program to Implement Ternary Search

Ternary Search is an efficient searching algorithm that is similar to Binary Search, but instead of splitting the array into two halves, it divides the array into three parts. This allows the algorithm to potentially find a target element faster in certain situations. Like Binary Search, Ternary Search works only on sorted arrays and uses

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JavaScript Program to Implement Interpolation Search

JavaScript Program to Implement Interpolation Search

Interpolation Search is an advanced searching algorithm that improves upon Binary Search for certain types of datasets. Instead of always checking the middle element, Interpolation Search estimates the position of the target based on the value you are searching for. This makes it especially efficient for uniformly distributed sorted arrays, where the elements are roughly

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JavaScript Program to Implement Counting Sort

JavaScript Program to Implement Counting Sort

Counting Sort is a simple yet powerful sorting algorithm that works well when you know the range of input numbers in advance. Unlike comparison-based algorithms like Quick Sort or Merge Sort, Counting Sort doesn’t compare elements directly. Instead, it counts how many times each number appears and then calculates the positions of each element in

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