Challenges of Heterogeneity in Big Data: A Comparative Study of Classification in Large-Scale Structured and Unstructured Domains
- URL: http://arxiv.org/abs/2512.00298v1
- Date: Sat, 29 Nov 2025 03:41:17 GMT
- Title: Challenges of Heterogeneity in Big Data: A Comparative Study of Classification in Large-Scale Structured and Unstructured Domains
- Authors: González Trigueros Jesús Eduardo, Alonso Sánchez Alejandro, Muñoz Rivera Emilio, Peñarán Prieto Mariana Jaqueline, Mendoza González Camila Natalia,
- Abstract summary: This study analyzes the impact of heterogeneity ("Variety") in Big Data by comparing classification strategies across structured (Epsilon) and unstructured (Rest-Mex, IMDB) domains.<n>The results reveal a "complexity paradox": in high-dimensional spaces, linear models (SVM, Logistic Regression) outperformed deep Gradient Boosting.<n>This work provides a unified framework for optimized data selection based on nature and infrastructure constraints.
- Score: 0.0
- License: http://arxiv.org/licenses/nonexclusive-distrib/1.0/
- Abstract: This study analyzes the impact of heterogeneity ("Variety") in Big Data by comparing classification strategies across structured (Epsilon) and unstructured (Rest-Mex, IMDB) domains. A dual methodology was implemented: evolutionary and Bayesian hyperparameter optimization (Genetic Algorithms, Optuna) in Python for numerical data, and distributed processing in Apache Spark for massive textual corpora. The results reveal a "complexity paradox": in high-dimensional spaces, optimized linear models (SVM, Logistic Regression) outperformed deep architectures and Gradient Boosting. Conversely, in text-based domains, the constraints of distributed fine-tuning led to overfitting in complex models, whereas robust feature engineering -- specifically Transformer-based embeddings (ROBERTa) and Bayesian Target Encoding -- enabled simpler models to generalize effectively. This work provides a unified framework for algorithm selection based on data nature and infrastructure constraints.
Related papers
- Generative Data Transformation: From Mixed to Unified Data [57.84692191369066]
textscTaesar is a emphdata-centric framework for textbftarget-textbfal textbfregeneration.<n>It encodes cross-domain context into target sequences, enabling standard models to learn intricate dependencies without complex fusion architectures.
arXiv Detail & Related papers (2026-02-26T08:30:09Z) - No-rank Tensor Decomposition Using Metric Learning [0.0]
This paper introduces a no-rank tensor decomposition framework grounded in metric learning.<n>We provide theoretical guarantees for the framework's convergence and establish bounds on its metric properties.<n>Our approach achieves superior performance with smaller training datasets compared to transformer-based methods.
arXiv Detail & Related papers (2025-11-03T18:21:53Z) - On Characterizing the Evolution of Embedding Space of Neural Networks
using Algebraic Topology [9.537910170141467]
We study how the topology of feature embedding space changes as it passes through the layers of a well-trained deep neural network (DNN) through Betti numbers.
We demonstrate that as depth increases, a topologically complicated dataset is transformed into a simple one, resulting in Betti numbers attaining their lowest possible value.
arXiv Detail & Related papers (2023-11-08T10:45:12Z) - DIFFormer: Scalable (Graph) Transformers Induced by Energy Constrained
Diffusion [66.21290235237808]
We introduce an energy constrained diffusion model which encodes a batch of instances from a dataset into evolutionary states.
We provide rigorous theory that implies closed-form optimal estimates for the pairwise diffusion strength among arbitrary instance pairs.
Experiments highlight the wide applicability of our model as a general-purpose encoder backbone with superior performance in various tasks.
arXiv Detail & Related papers (2023-01-23T15:18:54Z) - Kernel Biclustering algorithm in Hilbert Spaces [8.303238963864885]
We develop a new model-free biclustering algorithm in abstract spaces using the notions of energy distance and the maximum mean discrepancy.
The proposed method can learn more general and complex cluster shapes than most existing literature approaches.
Our results are similar to state-of-the-art methods in their optimal scenarios, assuming a proper kernel choice.
arXiv Detail & Related papers (2022-08-07T08:41:46Z) - Amortized Inference for Causal Structure Learning [72.84105256353801]
Learning causal structure poses a search problem that typically involves evaluating structures using a score or independence test.
We train a variational inference model to predict the causal structure from observational/interventional data.
Our models exhibit robust generalization capabilities under substantial distribution shift.
arXiv Detail & Related papers (2022-05-25T17:37:08Z) - Redefining Neural Architecture Search of Heterogeneous Multi-Network
Models by Characterizing Variation Operators and Model Components [71.03032589756434]
We investigate the effect of different variation operators in a complex domain, that of multi-network heterogeneous neural models.
We characterize both the variation operators, according to their effect on the complexity and performance of the model; and the models, relying on diverse metrics which estimate the quality of the different parts composing it.
arXiv Detail & Related papers (2021-06-16T17:12:26Z) - Sparse PCA via $l_{2,p}$-Norm Regularization for Unsupervised Feature
Selection [138.97647716793333]
We propose a simple and efficient unsupervised feature selection method, by combining reconstruction error with $l_2,p$-norm regularization.
We present an efficient optimization algorithm to solve the proposed unsupervised model, and analyse the convergence and computational complexity of the algorithm theoretically.
arXiv Detail & Related papers (2020-12-29T04:08:38Z) - Generalized Matrix Factorization: efficient algorithms for fitting
generalized linear latent variable models to large data arrays [62.997667081978825]
Generalized Linear Latent Variable models (GLLVMs) generalize such factor models to non-Gaussian responses.
Current algorithms for estimating model parameters in GLLVMs require intensive computation and do not scale to large datasets.
We propose a new approach for fitting GLLVMs to high-dimensional datasets, based on approximating the model using penalized quasi-likelihood.
arXiv Detail & Related papers (2020-10-06T04:28:19Z) - Hierarchical regularization networks for sparsification based learning
on noisy datasets [0.0]
hierarchy follows from approximation spaces identified at successively finer scales.
For promoting model generalization at each scale, we also introduce a novel, projection based penalty operator across multiple dimension.
Results show the performance of the approach as a data reduction and modeling strategy on both synthetic and real datasets.
arXiv Detail & Related papers (2020-06-09T18:32:24Z)
This list is automatically generated from the titles and abstracts of the papers in this site.
This site does not guarantee the quality of this site (including all information) and is not responsible for any consequences.