The Applications of Algorithms

The video explores optimal stopping theory using a dating analogy, explaining how to maximize the chance of selecting the best option. It then delves into sorting algorithms, discussing their efficiency and complexity, including bubble sort, insertion sort, and merge sort. Finally, it introduces game theory, highlighting the prisoner's dilemma and its implications in decision-making and traffic management.

What are the differences between bubble sort and merge sort in terms of efficiency?

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How do sorting algorithms relate to the efficiency of computer science?

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Discuss the role of game theory in understanding competitive strategies.

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What are some practical applications of game theory in modern technology?

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