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Textbooks: Computational Complexity: A Modern Approach by S. Arora and B. Barak. Algorithm Design by J. Kleinberg and E.

Davidson CSC 321: Analysis of Algorithms, F22. Week 14 - Monday.

This video explores the Traveling Salesman Problem, and explains two approximation algorithms for finding a solution in ...

In this video, we discuss the vertex cover problem. In particular we show that Vertex Cover can be 2-approximated.

We introduce the topic of approximation algorithms by going over the K-Center Problem.

The Multiway Cut Problem generalized the Min-s-t-Cut Problem to more than two terminals. In this video I present a ...

... while not having to spend as much time so one of the key aspects of an approximation algorithm is it's approximation ratio which ...

Learn about Approximation Algorithms, your secret weapon for tackling NP-hard problems! This video breaks down complex ...

Lecture recordings of CS 627 – Advanced Algorithms (Summer 2025) Advanced Algorithms (CS 627) is a specialization module ...

In this video, we discuss the Bin Packing problem. We show that Bin Packing allows for a 1.5-approximation. We also present a ...

In this video we'll discuss minimax approximation. This is a method of approximating functions by minimisation of the infinity ...

In this video, we study the traveling salesperson problem. We present a simple 2-approximation for the metric Traveling ...

Download Notes from the Website: https://www.universityacademy.in/products Or https://universityacademy.myinstamojo.com ...

This video computes the cost of Traveling Salesperson Problem using approximation. The nearest neighbor approach is applied ...

These videos are from the Introduction to Computation course on Complexity Explorer (complexityexplorer.org) taught by Prof.

The Minimum Vertex Cover using approximation algorithm is discussed in this video with example.

A dive into the remarkable BEST-SAT approximation algorithm. Created as a part of SoME2: ...

In this video, study the knapsack problem. We show that the NP-complete knapsack problem can be approximated arbitrarily well, ...