3 repositorios
Algorithms and methods for finding separating hyperplanes in high-dimensional space using kernel functions.
Distinct from Complex Problem Solving: Focuses specifically on kernel-based mathematical solutions for non-linear data patterns rather than general AI reasoning.
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This project is a machine learning educational resource and implementation guide for Python. It provides a collection of executable code and notebooks that demonstrate predictive modeling, data analysis workflows, and the implementation of various machine learning algorithms. The repository features practical examples of classification, regression, and clustering tasks using Scikit-Learn, alongside tutorials for building and training deep learning architectures with TensorFlow. These include implementations of convolutional and recurrent networks. The content covers a broad range of capabili
Implements kernel methods to find separating hyperplanes for complex, non-linearly separable datasets.
DeepLearningZeroToAll is a comprehensive educational resource and implementation collection focused on deep learning and machine learning. It provides a structured learning path using TensorFlow to move from foundational linear models to complex neural network architectures. The project is distinguished by its practical implementations of various network types, including multilayer perceptrons for logic problems, convolutional neural networks for spatial data and image recognition, and recurrent neural networks using LSTM cells for time-series forecasting and character sequence prediction. It
Implements a multi-layer perceptron with sigmoid activation specifically to solve the XOR problem.
Ceres Solver es una biblioteca de C++ para optimización numérica, especializada en problemas de mínimos cuadrados no lineales y optimización sin restricciones. Sirve como un framework para diferenciación automática y ajuste de curvas robusto, proporcionando herramientas para resolver modelos matemáticos a gran escala. La biblioteca se distingue por sus capacidades de ajuste de haces (bundle adjustment), que explotan estructuras de matrices dispersas para refinar puntos de escena 3D y parámetros de cámara. Utiliza diferenciación automática de números duales para calcular derivadas de funciones de costo, eliminando la necesidad de derivación manual de Jacobianos. El proyecto cubre una amplia gama de capacidades de optimización, incluyendo restricciones de variedades para espacios no euclidianos, funciones de pérdida robustas para mitigar valores atípicos y resolución de sistemas lineales tanto densos como dispersos. También proporciona utilidades para la conversión de representación de rotación, interpolación de datos tabulados y estimación de covarianza de parámetros. Las configuraciones de compilación están disponibles para objetivos Android e iOS para soportar la optimización de hardware móvil.
Provides a solver for large-scale non-linear least squares and unconstrained optimization problems using trust-region methods.