Due Date Is Over
Due Date: 2025-10-13
BATCH - I Role of Eigenvalues and Eigenvector
Focus: Explain how PCA uses eigenvalues and eigenvectors of the covariance matrix to reduce data dimensions while preserving key information.
Applications: Image compression, face recognition, and machine learning preprocessing.
Keywords: Covariance matrix, feature extraction, dimensionality reduction.
Due Date Is Over
Due Date: 2025-10-13
BATCH II Eigenvalues and Eigenvectors in Goog
Focus: Study how the PageRank algorithm uses eigenvectors of the hyperlink matrix to rank web pages based on their importance.
Applications: Search engine optimization, web analytics.
Keywords: Stochastic matrix, dominant eigenvector, Markov chains.
Due Date Is Over
Due Date: 2025-10-13
BATCH III Eigen Decomposition in Image Recogn
Focus: Explore how eigenfaces use eigenvectors of the covariance matrix to represent and classify faces efficiently.
Applications: Biometric systems, computer vision, security systems.
Keywords: Face recognition, feature space, PCA, machine learning.
Due Date Is Over
Due Date: 2025-10-13
BATCH IV Applications of Eigenvalues in Netwo
Focus: Discuss how eigenvalues of adjacency or Laplacian matrices reveal important network properties like connectivity and clustering.
Applications: Social network analysis, cybersecurity, recommendation systems.
Keywords: Graph Laplacian, spectral clustering, connectivity.
Due Date Is Over
Due Date: 2025-10-13
BATCH V Eigenvalues in Machine Learning Algor
Focus: Analyze how eigenvalues and eigenvectors are used in optimization and feature extraction in ML models.
Applications: Linear discriminant analysis (LDA), kernel PCA, covariance estimation.
Keywords: Feature selection, optimization, gradient descent.
Due Date Is Over
Due Date: 2025-10-13
BATCH VI Matrix Factorization Using Eigen Dec
Focus: Explain how matrix decomposition techniques using eigenvalues help predict user preferences in recommender systems.
Applications: Netflix recommendation, e-commerce personalization.
Keywords: Collaborative filtering, latent factors, SVD, matrix completion.
Due Date Is Over
Due Date: 2025-10-13
BATCH VII Eigenvalues and Eigenvectors in Ima
Focus: Describe how eigen decomposition helps in image enhancement, compression, and object detection.
Applications: Edge detection, image compression, pattern recognition.
Keywords: Covariance matrix, image transformation, SVD.