Reproducibility package for quantum-state representations of multivariate dependence: Statistical inference through Bures geometry and entropic functionals

This record contains the reproducibility package for the study “Quantum-state representations of multivariate dependence: Statistical inference through Bures geometry and entropic functionals.” The package includes a documented Google Colab notebook, Python source code, 72,000 primary and 2,000 seco...

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Autores principales: Juan Francisco Agreda Vega, Evergisto Sare Lara, L. Montoya
Formato: Conjunto de datos
Lenguaje:inglés
Publicado: 2026
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author Juan Francisco Agreda Vega
Evergisto Sare Lara
L. Montoya
author_browse Evergisto Sare Lara
Juan Francisco Agreda Vega
L. Montoya
author_facet Juan Francisco Agreda Vega
Evergisto Sare Lara
L. Montoya
author_sort Juan Francisco Agreda Vega
collection Producción científica
description This record contains the reproducibility package for the study “Quantum-state representations of multivariate dependence: Statistical inference through Bures geometry and entropic functionals.” The package includes a documented Google Colab notebook, Python source code, 72,000 primary and 2,000 secondary Monte Carlo replication records from the completed FULL experiment, five study tables, and three figures in PDF, EPS and PNG formats. Numerical diagnostics, software versions and SHA-256 checksums are also provided. All data are simulated using a fixed base seed of 20260904 and deterministic pseudo-random streams. Computations use classical numerical methods, without quantum hardware. The statistical target is zero cross-covariance between random vectors, which is distinct from general statistical independence. The notebook loads and validates the saved results by default and includes an optional complete rerun. Individual simulated samples can be reconstructed using the documented data-generation procedures and seed streams. The journal manuscript is not included in this record.
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spelling openalex:W7208742453Reproducibility package for quantum-state representations of multivariate dependence: Statistical inference through Bures geometry and entropic functionalsJuan Francisco Agreda VegaEvergisto Sare LaraL. Montoyaquantum state representationmultivariate dependencestatistical inferencecross-covariancestatistical independencequantum informationStatistical Mechanics and EntropyQuantum Mechanics and ApplicationsQuantum Computing Algorithms and ArchitectureThis record contains the reproducibility package for the study “Quantum-state representations of multivariate dependence: Statistical inference through Bures geometry and entropic functionals.” The package includes a documented Google Colab notebook, Python source code, 72,000 primary and 2,000 secondary Monte Carlo replication records from the completed FULL experiment, five study tables, and three figures in PDF, EPS and PNG formats. Numerical diagnostics, software versions and SHA-256 checksums are also provided. All data are simulated using a fixed base seed of 20260904 and deterministic pseudo-random streams. Computations use classical numerical methods, without quantum hardware. The statistical target is zero cross-covariance between random vectors, which is distinct from general statistical independence. The notebook loads and validates the saved results by default and includes an optional complete rerun. Individual simulated samples can be reconstructed using the documented data-generation procedures and seed streams. The journal manuscript is not included in this record.Datasethttps://doi.org/10.5281/zenodo.22306826W7208742453enZenodo (CERN European Organization for Nuclear Research)2026-09-04
spellingShingle quantum state representation
multivariate dependence
statistical inference
cross-covariance
statistical independence
quantum information
Statistical Mechanics and Entropy
Quantum Mechanics and Applications
Quantum Computing Algorithms and Architecture
Juan Francisco Agreda Vega
Evergisto Sare Lara
L. Montoya
Reproducibility package for quantum-state representations of multivariate dependence: Statistical inference through Bures geometry and entropic functionals
title Reproducibility package for quantum-state representations of multivariate dependence: Statistical inference through Bures geometry and entropic functionals
title_full Reproducibility package for quantum-state representations of multivariate dependence: Statistical inference through Bures geometry and entropic functionals
title_fullStr Reproducibility package for quantum-state representations of multivariate dependence: Statistical inference through Bures geometry and entropic functionals
title_full_unstemmed Reproducibility package for quantum-state representations of multivariate dependence: Statistical inference through Bures geometry and entropic functionals
title_short Reproducibility package for quantum-state representations of multivariate dependence: Statistical inference through Bures geometry and entropic functionals
title_sort reproducibility package for quantum state representations of multivariate dependence statistical inference through bures geometry and entropic functionals
topic quantum state representation
multivariate dependence
statistical inference
cross-covariance
statistical independence
quantum information
Statistical Mechanics and Entropy
Quantum Mechanics and Applications
Quantum Computing Algorithms and Architecture
topic_facet quantum state representation
multivariate dependence
statistical inference
cross-covariance
statistical independence
quantum information
Statistical Mechanics and Entropy
Quantum Mechanics and Applications
Quantum Computing Algorithms and Architecture
url https://doi.org/10.5281/zenodo.22306826
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AT lmontoya reproducibilitypackageforquantumstaterepresentationsofmultivariatedependencestatisticalinferencethroughburesgeometryandentropicfunctionals