What is the use of greedy algorithms? An real example?
I'm surprised no one pointed out huffman / shannon encoding ...
Anything where an optimal solution would be impossible - or very very hard.
Greedy algorithms take the best solution at the current point, even if that's not the best solution if you examined all aternatives
What is the use of greedy algorithms?
Greedy algorithms is choosing the best/optimal solution in each stage. Look at wikipedia article
An real example?
Minimum spanning tree algorithms are greedy algorithms
The famous Dijkstra's Algorithm is also greedy algorithm
Here i have listed some Greedy algorithms and their potential real world use cases.
Dijkstra's Algorithm
Find more about the real world applications of Dijkstra's algorithm here
Prim's Minimal Spanning Tree Algorithm
Cluster Analysis.
Real-time face tracking and verification (i.e. locating human faces in a video stream).
Protocols in computer science to avoid network cycles.
Entropy based image registration
Max bottleneck paths.
Dithering (adding white noise to a digital recording in order to reduce distortion).
Travelling Salesman Problem
Job shop scheduling with no intermediate storage
Clustering a data array
Vehicle routing
Graph - Map Coloring
Making schedule /Time table
Sudoku
Mobile radio Frequency Assignment
You can read about this more in this paper
Kruskal's Minimal Spanning Tree Algorithm
TV network formation
Tour operations
Knapsack Problem
Used in Internet Download managers
Real world usage of deciding what to carry in a limited package trips
What is the use of greedy algorithms?
We use Greedy Algorithm for to get optimal solution.But all problems can't solve using greedy algorithm.
Optimal substructure property and greedy choice property are key ingredients.if we can demonstrate that the problem has these properties, then we are well on the way to developing a greedy algorithm for it.
Real examples?
Almost all problems that can solve using Dynamic approach can be solve by greedy approach.
Minimum Spanning Tree - Prim's algorithm and Kruskal's algorithm
Shortest Path Calculation - Dijkstra's algorithm
More: (Fractional Knapsack Problem, Huffman Coding, Optimal Merging, Topological Sort).