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When starting the GMM algorithm, how are the initial Gaussian parameters chosen? By manual selection RandomlyBy using k-means clustering results By sorting the data

Question

When starting the GMM algorithm, how are the initial Gaussian parameters chosen? By manual selection RandomlyBy using k-means clustering results By sorting the data

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Solution

The initial Gaussian parameters in the Gaussian Mixture Model (GMM) algorithm can be chosen in several ways:

  1. Manual Selection: This involves manually setting the initial parameters. This method is not commonly used because it requires a deep understanding of the data and the model.

  2. Randomly: This is a common method where the initial parameters are chosen randomly. This method is easy to implement but may lead to different results each time the algorithm is run.

  3. Using k-means clustering results: This is another common method where the results of a k-means clustering algorithm are used to set the initial parameters. The centroids of the k-means clusters are used as the means of the Gaussian distributions, and the covariance matrices are computed based on the clusters.

  4. By sorting the data: This method involves sorting the data and then choosing the initial parameters based on the sorted data. This method is less common and may not be suitable for all types of data.

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Similar Questions

While running the Expectation-Maximization algorithm in GMM, what is the purpose of the Expectation step? To terminate the algorithm if convergence is reachedTo update the Gaussian parametersTo calculate the probabilities of data points belonging to each clusterTo assign data points to the nearest cluster

What purpose does the Expectation-Maximisation (EM) algorithm serve in the Gaussian Mixture Model (GMM)?Updating the Gaussian parameters to best fit the data.Calculating the probability density function of the data.Initialising the parameters of the Gaussian components.Assigning data points to clusters based on their likelihood.

What is a primary advantage of using Gaussian mixture models (GMMs) for clustering?They require fewer computational resources compared to other methods.They are simpler to implement than other clustering algorithms.They can model clusters with different shapes and sizes.They always produce spherical clusters.

Which method is commonly used to determine the optimal number of Gaussian components in a GMM?Cross-validationMean Squared Error (MSE) Bayesian Information Criterion (BIC)Silhouette score

You are using GMM to cluster a high-dimensional dataset. How is the covariance matrix represented for each cluster?As a diagonal matrixAs a full matrixAs a vectorAs a scalar

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