cometadata/datacite-titles-descriptions-related-identifiers huggingface dataset:
DOI: 10.21233/bej9-dk61
title: Lower Oxbrook Lake diatom bottom sample dataset

description: Raw data for the Lower Oxbrook Lake diatom bottom sample dataset submitted to the Neotoma Paleoecology Database. Data is available through the landing page in JSON format. The landing page referenced by the DOI also contains links to publications and a map-based viewer for the dataset. The Neotoma Paleoecology Database maintains a homepage at https://www.neotomadb.org.
DOI: 10.21233/fhsy-1a29
title: Mont Shefford physical sedimentology dataset

description: Raw data for the Mont Shefford physical sedimentology dataset submitted to the Neotoma Paleoecology Database. Data is available through the landing page in JSON format. The landing page referenced by the DOI also contains links to publications and a map-based viewer for the dataset. The Neotoma Paleoecology Database maintains a homepage at https://www.neotomadb.org.
DOI: 10.21233/cks3-dc87
title: Knight vertebrate fauna dataset

description: Raw data for the Knight vertebrate fauna dataset submitted to the Neotoma Paleoecology Database. Data is available through the landing page in JSON format. The landing page referenced by the DOI also contains links to publications and a map-based viewer for the dataset. The Neotoma Paleoecology Database maintains a homepage at https://www.neotomadb.org.
DOI: 10.21233/8cvm-sd74
title: LDDsite1477 water chemistry dataset

description: Raw data for the LDDsite1477 water chemistry dataset submitted to the Neotoma Paleoecology Database. Data is available through the landing page in JSON format. The landing page referenced by the DOI also contains links to publications and a map-based viewer for the dataset. The Neotoma Paleoecology Database maintains a homepage at https://www.neotomadb.org.
DOI: 10.21233/kbtx-c224
title: Lake Abert water chemistry dataset

description: Raw data for the Lake Abert water chemistry dataset submitted to the Neotoma Paleoecology Database. Data is available through the landing page in JSON format. The landing page referenced by the DOI also contains links to publications and a map-based viewer for the dataset. The Neotoma Paleoecology Database maintains a homepage at https://www.neotomadb.org.
DOI: 10.21233/r3jr-jf58
title: Deception Lake ostracode surface sample dataset

description: Raw data for the Deception Lake ostracode surface sample dataset submitted to the Neotoma Paleoecology Database. Data is available through the landing page in JSON format. The landing page referenced by the DOI also contains links to publications and a map-based viewer for the dataset. The Neotoma Paleoecology Database maintains a homepage at https://www.neotomadb.org.
DOI: 10.21233/9qsr-h224
title: Castle Mountains vertebrate fauna dataset

description: Raw data for the Castle Mountains vertebrate fauna dataset submitted to the Neotoma Paleoecology Database. Data is available through the landing page in JSON format. The landing page referenced by the DOI also contains links to publications and a map-based viewer for the dataset. The Neotoma Paleoecology Database maintains a homepage at https://www.neotomadb.org.
DOI: 10.21233/0qf3-zc03
title: Santa Rosa (SR1-1F) vertebrate fauna dataset

description: Raw data for the Santa Rosa (SR1-1F) vertebrate fauna dataset submitted to the Neotoma Paleoecology Database. Data is available through the landing page in JSON format. The landing page referenced by the DOI also contains links to publications and a map-based viewer for the dataset. The Neotoma Paleoecology Database maintains a homepage at https://www.neotomadb.org.
DOI: 10.21233/ygxm-wq21
title: Martindale Pond water chemistry dataset

description: Raw data for the Martindale Pond water chemistry dataset submitted to the Neotoma Paleoecology Database. Data is available through the landing page in JSON format. The landing page referenced by the DOI also contains links to publications and a map-based viewer for the dataset. The Neotoma Paleoecology Database maintains a homepage at https://www.neotomadb.org.
DOI: 10.21233/yhqv-mx71
title: LDDsite3562 water chemistry dataset

description: Raw data for the LDDsite3562 water chemistry dataset submitted to the Neotoma Paleoecology Database. Data is available through the landing page in JSON format. The landing page referenced by the DOI also contains links to publications and a map-based viewer for the dataset. The Neotoma Paleoecology Database maintains a homepage at https://www.neotomadb.org.
DOI: 10.15468/dl.qqumyc
title: Occurrence Download

description: A dataset containing 3483 species occurrences available in GBIF matching the query:
{
 "and" : [
 "TaxonKey is Lantana camara L.",
 "Country is India",
 "Year is greater than or equal to 1500"
 ]
}

 The dataset includes 3483 records from 33 constituent datasets; see https://api.gbif.org/v1/occurrence/download/0024671-250426092105405/datasets/export for details.
 
Data from some individual datasets included in this download may be licensed under less restrictive terms.
DOI: 10.5281/zenodo.15185901
title: Harmonic Unification from Hypothesis to Dimensional Agreement

description:  

 

This work presents a novel unified framework in which all fundamental particle properties—mass, spin, charge, and interaction strengths—are derived from a single harmonic principle. The model posits that particle masses arise from discrete harmonic intervals in log space relative to the Higgs mass, and that physical quantities such as mixing angles, lifetimes, force strengths, and CP violation can be derived using a unified trigonometric correction function based on phase quantization.

 

The framework introduces no free parameters or dimensional constants beyond ℏ and c, and predicts experimental values with high precision using only integer harmonic steps. Key derivations include:

 

A single-phase correction function generating accurate particle masses and CKM matrix elements;

 

A harmonic explanation for electric charge quantization via 3:2 and 4:3 intervals;

 

Continuous analytic expressions for the gravitational, electromagnetic, weak, and strong force strengths, without tuning;

 

A dimensionless reformulation of the Standard Model Lagrangian that naturally incorporates phase quantization, gravity, and dark matter corrections.

 

 

Recent updates also address concerns regarding unit dimensionality and physical consistency, showing that all predictions can be recast in standard units (e.g., GeV, s, N) with dimensional integrity preserved.
DOI: 10.5281/zenodo.15192571
title: Harmonic Unification from Hypothesis to Dimensional Agreement

description:  

 

This work presents a novel unified framework in which all fundamental particle properties—mass, spin, charge, and interaction strengths—are derived from a single harmonic principle. The model posits that particle masses arise from discrete harmonic intervals in log space relative to the Higgs mass, and that physical quantities such as mixing angles, lifetimes, force strengths, and CP violation can be derived using a unified trigonometric correction function based on phase quantization.

 

The framework introduces no free parameters or dimensional constants beyond ℏ and c, and predicts experimental values with high precision using only integer harmonic steps. Key derivations include:

 

A single-phase correction function generating accurate particle masses and CKM matrix elements;

 

A harmonic explanation for electric charge quantization via 3:2 and 4:3 intervals;

 

Continuous analytic expressions for the gravitational, electromagnetic, weak, and strong force strengths, without tuning;

 

A dimensionless reformulation of the Standard Model Lagrangian that naturally incorporates phase quantization, gravity, and dark matter corrections.

 

 

Recent updates also address concerns regarding unit dimensionality and physical consistency, showing that all predictions can be recast in standard units (e.g., GeV, s, N) with dimensional integrity preserved.
DOI: 10.21233/saf7-x646
title: LDDsite3614 ostracode surface sample dataset

description: Raw data for the LDDsite3614 ostracode surface sample dataset submitted to the Neotoma Paleoecology Database. Data is available through the landing page in JSON format. The landing page referenced by the DOI also contains links to publications and a map-based viewer for the dataset. The Neotoma Paleoecology Database maintains a homepage at https://www.neotomadb.org.
DOI: 10.5281/zenodo.15153750
title: Harmonic Unification from Hypothesis to Lagrangian

description: Harmonic Fractal Cosmogenesis from particle physics to the cosmological scale back down to 1Hz phonon scale. Analysis and formulae from previous research on Particle Physics using only Particle Mass and first principles to Unification.
DOI: 10.5281/zenodo.15167150
title: Harmonic Unification from Hypothesis to Dimensional Agreement

description:  

 

This work presents a novel unified framework in which all fundamental particle properties—mass, spin, charge, and interaction strengths—are derived from a single harmonic principle. The model posits that particle masses arise from discrete harmonic intervals in log space relative to the Higgs mass, and that physical quantities such as mixing angles, lifetimes, force strengths, and CP violation can be derived using a unified trigonometric correction function based on phase quantization.

 

The framework introduces no free parameters or dimensional constants beyond ℏ and c, and predicts experimental values with high precision using only integer harmonic steps. Key derivations include:

 

A single-phase correction function generating accurate particle masses and CKM matrix elements;

 

A harmonic explanation for electric charge quantization via 3:2 and 4:3 intervals;

 

Continuous analytic expressions for the gravitational, electromagnetic, weak, and strong force strengths, without tuning;

 

A dimensionless reformulation of the Standard Model Lagrangian that naturally incorporates phase quantization, gravity, and dark matter corrections.

 

 

Recent updates also address concerns regarding unit dimensionality and physical consistency, showing that all predictions can be recast in standard units (e.g., GeV, s, N) with dimensional integrity preserved.
DOI: 10.5281/zenodo.15184832
title: Harmonic Unification from Hypothesis to Dimensional Agreement

description:  

 

This work presents a novel unified framework in which all fundamental particle properties—mass, spin, charge, and interaction strengths—are derived from a single harmonic principle. The model posits that particle masses arise from discrete harmonic intervals in log space relative to the Higgs mass, and that physical quantities such as mixing angles, lifetimes, force strengths, and CP violation can be derived using a unified trigonometric correction function based on phase quantization.

 

The framework introduces no free parameters or dimensional constants beyond ℏ and c, and predicts experimental values with high precision using only integer harmonic steps. Key derivations include:

 

A single-phase correction function generating accurate particle masses and CKM matrix elements;

 

A harmonic explanation for electric charge quantization via 3:2 and 4:3 intervals;

 

Continuous analytic expressions for the gravitational, electromagnetic, weak, and strong force strengths, without tuning;

 

A dimensionless reformulation of the Standard Model Lagrangian that naturally incorporates phase quantization, gravity, and dark matter corrections.

 

 

Recent updates also address concerns regarding unit dimensionality and physical consistency, showing that all predictions can be recast in standard units (e.g., GeV, s, N) with dimensional integrity preserved.
DOI: 10.5281/zenodo.15185369
title: Harmonic Unification from Hypothesis to Dimensional Agreement

description:  

 

This work presents a novel unified framework in which all fundamental particle properties—mass, spin, charge, and interaction strengths—are derived from a single harmonic principle. The model posits that particle masses arise from discrete harmonic intervals in log space relative to the Higgs mass, and that physical quantities such as mixing angles, lifetimes, force strengths, and CP violation can be derived using a unified trigonometric correction function based on phase quantization.

 

The framework introduces no free parameters or dimensional constants beyond ℏ and c, and predicts experimental values with high precision using only integer harmonic steps. Key derivations include:

 

A single-phase correction function generating accurate particle masses and CKM matrix elements;

 

A harmonic explanation for electric charge quantization via 3:2 and 4:3 intervals;

 

Continuous analytic expressions for the gravitational, electromagnetic, weak, and strong force strengths, without tuning;

 

A dimensionless reformulation of the Standard Model Lagrangian that naturally incorporates phase quantization, gravity, and dark matter corrections.

 

 

Recent updates also address concerns regarding unit dimensionality and physical consistency, showing that all predictions can be recast in standard units (e.g., GeV, s, N) with dimensional integrity preserved.
DOI: 10.5281/zenodo.15186794
title: Harmonic Unification from Hypothesis to Dimensional Agreement

description:  

 

This work presents a novel unified framework in which all fundamental particle properties—mass, spin, charge, and interaction strengths—are derived from a single harmonic principle. The model posits that particle masses arise from discrete harmonic intervals in log space relative to the Higgs mass, and that physical quantities such as mixing angles, lifetimes, force strengths, and CP violation can be derived using a unified trigonometric correction function based on phase quantization.

 

The framework introduces no free parameters or dimensional constants beyond ℏ and c, and predicts experimental values with high precision using only integer harmonic steps. Key derivations include:

 

A single-phase correction function generating accurate particle masses and CKM matrix elements;

 

A harmonic explanation for electric charge quantization via 3:2 and 4:3 intervals;

 

Continuous analytic expressions for the gravitational, electromagnetic, weak, and strong force strengths, without tuning;

 

A dimensionless reformulation of the Standard Model Lagrangian that naturally incorporates phase quantization, gravity, and dark matter corrections.

 

 

Recent updates also address concerns regarding unit dimensionality and physical consistency, showing that all predictions can be recast in standard units (e.g., GeV, s, N) with dimensional integrity preserved.
DOI: 10.5281/zenodo.15202914
title: Harmonic Unification from Hypothesis to Dimensional Agreement

description:  

 

In this work, I propose a unified theoretical framework—what I call the Harmonic Field Invariance (HFI) model—which derives the fundamental properties of particles from a single trigonometric quantization condition. This approach drastically reduces the number of assumptions and free parameters traditionally needed in particle physics, while offering predictive power grounded in measurable constants like the Higgs mass.

 

At the heart of the model is the concept of a universal harmonic phase space, where particles emerge as projections of a unified angular coordinate. This coordinate is defined as h = log₂(M<sub>H</sub>/M), encoding a direct and elegant relationship between mass and harmonic phase. Using this, I derive mass, charge, spin, and force couplings from a common foundation.

 

One of the strongest validations of the model is its exact derivation of electric charge quantization—a feature typically input by hand in the Standard Model. Beyond that, it reveals precise correlations between spin and force coupling strengths, and achieves 0.1% agreement with experimental mass values for first-generation fermions—without introducing any new free parameters.

 

The framework is anchored by harmonic operators, which are both structurally and algebraically essential. They form the backbone of the harmonic system and facilitate derivations that tie wave mechanics directly into quantum field theory, yielding a more intuitive and mathematically unified picture of particle behavior.

 

A particularly compelling feature of the HFI model is its falsifiability. It makes clear, testable predictions that distinguish it from many current unification efforts, which often suffer from parameter inflation or metaphysical assumptions.

 

Underlying this framework is a deeper connection to number theory, especially concepts like the Pythagorean comma, which ties into modular arithmetic and scale invariance. These mathematical structures are not ornamental—they are the scaffolding from which the physics arises.

 

I also propose that the electromagnetic, weak, and strong interactions can be understood as expressions of a single harmonic force tensor, reducing the complexity of force interactions to a common geometric language. This unification is both conceptual and quantitative, respecting known data while revealing a simpler underlying structure.

 

Finally, the model offers provocative implications: that discrete symmetries like parity (P), charge (C), and CP may not be fundamental, but rather relative to phase. And as an aside, the harmonic structure naturally invites a musical interpretation—not as metaphor, but as a rigorous analogy based on interval, resonance, and modulation.

 

All of this stems from a first-principles derivation rooted in modular and scale invariance, suggesting a deeper harmony in physical law than previously appreciated.
DOI: 10.21233/nwfa-a472
title: C057 (Wilson et al. 1994) diatom surface sample dataset

description: Raw data for the C057 (Wilson et al. 1994) diatom surface sample dataset submitted to the Neotoma Paleoecology Database. Data is available through the landing page in JSON format. The landing page referenced by the DOI also contains links to publications and a map-based viewer for the dataset. The Neotoma Paleoecology Database maintains a homepage at https://www.neotomadb.org.
DOI: 10.21233/8d8v-2q74
title: Mad Dog [DgMs-53] vertebrate fauna dataset

description: Raw data for the Mad Dog [DgMs-53] vertebrate fauna dataset submitted to the Neotoma Paleoecology Database. Data is available through the landing page in JSON format. The landing page referenced by the DOI also contains links to publications and a map-based viewer for the dataset. The Neotoma Paleoecology Database maintains a homepage at https://www.neotomadb.org.
DOI: 10.21233/mrpx-4q91
title: Forez site 6 pollen surface sample dataset

description: Raw data for the Forez site 6 pollen surface sample dataset submitted to the Neotoma Paleoecology Database. Data is available through the landing page in JSON format. The landing page referenced by the DOI also contains links to publications and a map-based viewer for the dataset. The Neotoma Paleoecology Database maintains a homepage at https://www.neotomadb.org.
DOI: 10.5281/zenodo.15095449
title: Universal Vibrational Anharmonicity in Carbyne-like Materials

description: Data repository for the paper "Universal Vibrational Anharmonicity in Carbyne-like Materials"
DOI: 10.5281/zenodo.15095450
title: Universal Vibrational Anharmonicity in Carbyne-like Materials

description: Data repository for the paper "Universal Vibrational Anharmonicity in Carbyne-like Materials"
DOI: 10.21233/w29r-ch87
title: Bloomingdale Bog testate amoebae surface sample dataset

description: Raw data for the Bloomingdale Bog testate amoebae surface sample dataset submitted to the Neotoma Paleoecology Database. Data is available through the landing page in JSON format. The landing page referenced by the DOI also contains links to publications and a map-based viewer for the dataset. The Neotoma Paleoecology Database maintains a homepage at https://www.neotomadb.org.
DOI: 10.21233/jh2f-js43
title: Quien Sabe Cave [UCRRV64-34] vertebrate fauna dataset

description: Raw data for the Quien Sabe Cave [UCRRV64-34] vertebrate fauna dataset submitted to the Neotoma Paleoecology Database. Data is available through the landing page in JSON format. The landing page referenced by the DOI also contains links to publications and a map-based viewer for the dataset. The Neotoma Paleoecology Database maintains a homepage at https://www.neotomadb.org.
DOI: 10.5281/zenodo.15025887
title: Harmonic Resonance Unification Beyond Standard Model

description: This paper explores an alternative explanation for hadronic behavior without invoking quarks, utilizing harmonic resonance principles. Particle masses are defined using the Circle of Fifths, leading to fundamental relationships based on harmonic phase shifts. A general mass-frequency ratio formula is derived, and a phase shift correction is introduced to refine mass calculations. Correlation analysis reveals an inverse relationship between mass and harmonic deviation, with heavier particles exhibiting stronger resonance alignment. Additionally, charge-phase correlations and force relationships suggest resonance influences fundamental interactions beyond mass alone. These results provide a novel perspective on particle mass generation, potentially extending beyond the Standard Model.
DOI: 10.5281/zenodo.15167118
title: Dimensional Harmonic Resonance Unification Beyond Standard Model

description:  

This work presents a novel unified framework in which all fundamental particle properties—mass, spin, charge, and interaction strengths—are derived from a single harmonic principle. The model posits that particle masses arise from discrete harmonic intervals in log space relative to the Higgs mass, and that physical quantities such as mixing angles, lifetimes, force strengths, and CP violation can be derived using a unified trigonometric correction function based on phase quantization.

 

The framework introduces no free parameters or dimensional constants beyond ℏ and c, and predicts experimental values with high precision using only integer harmonic steps. Key derivations include:

 

A single-phase correction function generating accurate particle masses and CKM matrix elements;

 

A harmonic explanation for electric charge quantization via 3:2 and 4:3 intervals;

 

Continuous analytic expressions for the gravitational, electromagnetic, weak, and strong force strengths, without tuning;

 

A dimensionless reformulation of the Standard Model Lagrangian that naturally incorporates phase quantization, gravity, and dark matter corrections.

 

 

Recent updates also address concerns regarding unit dimensionality and physical consistency, showing that all predictions can be recast in standard units (e.g., GeV, s, N) with dimensional integrity preserved.