This technical problem involves finding the closest pair of points in 2D space from a given list of points. An example input and output is provided.
This technical problem deals with finding the closest pair of points in 2D space from a given set of points. The input is a list of points, and the output is the closest pair of points from the input.
The goal is to implement a K-Means clustering algorithm from scratch. The input is a dataset containing n points in d-dimensional space, and the output is a partition of the dataset into k clusters.
This problem asks the reader to design a machine learning algorithm that can automatically detect human faces in images.
To design a machine learning algorithm to identify underlying patterns, you would need to first determine what types of patterns you are looking for. Then, you would need to design a algorithm that can learn from the training data and identify these patterns.
The problem asks for a machine learning algorithm that can prove the existence of prime numbers. The input is a set of integers, and the output should be a proof that there is at least one prime number in the set.
Given a set of points in 2D space, this problem asks for the smallest number of points that can enclose all other points in the set. For example, given the input [(0 , 0), (1, 0), (1, 1), (0, 1), (0.5, 0.5)], the output would be 3.
One way to design a machine learning algorithm to detect plagiarism in student essays would be to train the algorithm on a corpus of known plagiarized and non-plagiarized essays. The algorithm could then be used to label new essays as plagiarized or not based on how similar they are to the essays in the corpus.