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README.md
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---
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language:
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- en
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license: mit
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library_name: transformers
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tags:
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- materials-science
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- crystallography
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- generative-ai
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- inverse-design
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- chemistry
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- photovoltaics
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datasets:
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- c-bone/mpdb-slme-full
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base_model: c-bone/CrystaLLM-pi_base
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pipeline_tag: text-generation
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---
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# Model Card for CrystaLLM-pi_SLME
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## Model Details
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### Model Description
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**CrystaLLM-pi_SLME** is a conditional generative model designed for the discovery of high-performance photovoltaic materials. It is a fine-tuned version of the `CrystaLLM-pi` framework, based on a GPT-2 decoder-only architecture. This variant employs the **Property-Key-Value (PKV)** attention mechanism to condition the generation of Crystallographic Information Files (CIFs) on the **Spectroscopic Limited Maximum Efficiency (SLME)** metric.
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The model generates crystal structures based on a single target scalar property:
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1. **SLME** (%) - A theoretical maximum efficiency metric for photovoltaic absorbers.
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- **Developed by:** Bone et al. (University College London)
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- **Model type:** Autoregressive Transformer with Prefix Attention Conditioning
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- **Language(s):** CIF (Crystallographic Information File) syntax
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- **License:** MIT
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- **Finetuned from model:** `c-bone/CrystaLLM-pi_base`
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### Model Sources
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- **Repository:** [GitHub: CrystaLLM-pi](https://github.com/C-Bone-UCL/CrystaLLM-pi)
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- **Paper:** [Discovery and recovery of crystalline materials with property-conditioned transformers (arXiv:2511.21299)](https://arxiv.org/abs/2511.21299)
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- **Dataset:** [HuggingFace: c-bone/mpdb-slme-full](https://huggingface.co/datasets/c-bone/mpdb-slme-full)
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## Uses
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### Direct Use
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The model is intended for the exploration of chemical space for new photovoltaic candidates. Users can condition generation on high SLME values (e.g., >25%) to discover novel materials with optimal optical and electronic properties for solar energy conversion.
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### Out-of-Scope Use
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- **Large Unit Cells:** Context window limit applies (~1024 tokens).
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- **Production Deployment:** Generated structures are theoretical predictions. Verification via Hybrid-DFT calculations and experimental synthesis is required.
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## Bias, Risks, and Limitations
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- **Implicit Learning:** The model was not explicitly trained on band gap data, but implicitly learned to target the optimal Shockley-Queisser range (1.2-1.4 eV) via the SLME metric. It may be less effective at targeting SLME values driven by mechanisms outside the primary training distribution.
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- **Data Scarcity:** The model was fine-tuned on a relatively small dataset (~5.3K materials).
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## How to Get Started with the Model
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For instructions on how to load and run generation with this model, please refer to the `_load_and_generate.py` script in the [CrystaLLM-pi GitHub Repository](https://github.com/C-Bone-UCL/CrystaLLM-pi).
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## Training Details
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### Training Data
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The model was fine-tuned on the **MP SLME** dataset, containing inorganic structures labeled with their calculated Spectroscopic Limited Maximum Efficiency.
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- **Source:** Materials Project / Derived from Walker and Butler (via `c-bone/mpdb-slme-full`)
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- **Preprocessing:** CIFs are augmented, tokenized, and SLME values are normalized.
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### Training Procedure
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- **Architecture:** GPT-2 with Property-Key-Value (PKV) encoder layers. (~38.7M parameters)
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- **Mechanism:** Prefix Tuning (PKV) is used to inject the SLME target directly into the attention mechanism.
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## Evaluation
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### Metrics
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The model is evaluated based on:
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1. **Hit-Rate:** Fraction of generated materials with predicted SLME values near the target.
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2. **VSUN:** Validity, Stability, Uniqueness, and Novelty of the generated candidates.
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### Results
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The model successfully generated stable, novel candidates (e.g., $Rb_2(NbBr_3)_3$) with high predicted efficiencies, demonstrating the ability to map complex structure-property relationships from limited data.
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## Citation
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```bibtex
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@misc{bone2025discoveryrecoverycrystallinematerials,
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title={Discovery and recovery of crystalline materials with property-conditioned transformers},
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author={Cyprien Bone and Matthew Walker and Kuangdai Leng and Luis M. Antunes and Ricardo Grau-Crespo and Amil Aligayev and Javier Dominguez and Keith T. Butler},
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year={2025},
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eprint={2511.21299},
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archivePrefix={arXiv},
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primaryClass={cond-mat.mtrl-sci},
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url={[https://arxiv.org/abs/2511.21299](https://arxiv.org/abs/2511.21299)},
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}
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