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Solution: Cheapest Flights Within K Stops

Explore how to solve the problem of finding the cheapest flights within a limit on stops by implementing a dynamic programming approach. Learn to manage constraints on the number of stops, understand the Bellman-Ford style relaxation process, and effectively model the problem as a shortest path in a directed weighted graph. This lesson helps you develop a clear, iterative method to find the minimum travel cost under specific stop limits.

Statement

You are given n cities, numbered from 00 to n 1- 1 connected by several flights. You are also given an array flights, where each flight is represented as flights[i] = ...