Robust and fast Monte Carlo algorithm for high dimension integration
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Updated
Nov 8, 2024 - Julia
Robust and fast Monte Carlo algorithm for high dimension integration
A new efficient subspace and K-Means clustering based method to improve Collaborative Filtering
Implementation of the block-descent-CoCoLasso, inspired from the article https://arxiv.org/pdf/1510.07123.pdf
In this project I look at the high dimensional MNIST dataset of handwritten digits and use PCA, t-SNE and Topological data analysis (TDA) to visualise and understand the dataset.
Modelos de alta dimensionalidade para previsão do IPCA
An Efficeint and Fast Wrapper-based High-dimensional Feature Selection(SIFE) in MATLAB
This repository contains the R-Package for a novel time series forecasting method designed to handle very large sets of predictive signals, many of which may be irrelevant or have only short-lived predictive power.
CVaR Portfolio Optimization in High Dimensions
Quantum neural network research implementing multi-dimensional neuron representations. Explores theoretical integration of quantum computing principles into neural systems to investigate emergent cognition and consciousness.
Efficient Learning of Minimax Risk Classifiers in High Dimensions
A Case study is to classify the genetic mutation classes.
Clustered heatmap of plant densities and multiple related variables in gardens
CFOF developed in Python. Based on Angiulli's works : https://arxiv.org/pdf/1901.04992v2.pdf
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