--- license: mit base_model: Qwen/Qwen3.5-4B language: - en - zh tags: - openjev - decision-making - open-vocabulary - reinforcement-learning - safetensors ---
## 1. Introduction **OpenJev-4B** is a decision model built from the text backbone of [Qwen3.5-4B](https://huggingface.co/Qwen/Qwen3.5-4B). Given a **state**, a **question**, and a request-defined set of **natural-language options**, it directly predicts a probability distribution over those options. It supports selection, binary judgments, and rubric-based scoring through the same probabilistic interface. The model combines a language-model backbone with a lightweight **Option Set Interactor** and a shared decision head. Its output dimension follows the candidate set supplied with each request: option names and optional criteria are inputs, rather than classes fixed in the model parameters. Decision probabilities are computed without autoregressive answer generation. OpenJev-4B is post-trained on [OpenJevData-140k](https://huggingface.co/datasets/shenjunhao/OpenJevData-140k) in two stages: **supervised fine-tuning (SFT)** followed by **REINFORCE-Analysis (REINFORCE-A)**. SFT establishes decision behavior using predominantly hard labels. RL increases the share of soft-target contexts and refines probability quality through sampled outcome feedback. ## 2. Model Summary  OpenJev-4B brings together the following architecture and training features: - **Open-Vocabulary Decisions**: Accepts request-defined options and criteria, returning explicit probabilities for selection, binary judgments and rubric-based scoring. - **Permutation Equivariance**: Shared option encoders and an order-independent decision head make predictions follow the options when they are reordered, up to numerical precision. - **Cross-Option Understanding**: A lightweight **Option Set Interactor** models semantic relationships across candidates, including overlap, competition and references to other options. - **Direct, Parallel Inference**: Computes decision probabilities without autoregressive answer generation, with parallel option branches and shared-prefix reuse for attention caches and recurrent states. - **Two-Stage Post-Training**: Full-parameter **SFT → REINFORCE-Analysis** combines predominantly hard-label supervision with a larger share of soft-target contexts during RL to refine probability quality. - **Efficient Outcome-Based RL**: **REINFORCE-Analysis** samples 16 candidate actions with 10% uniform exploration and learns from binary outcome feedback. Analytic computation, importance correction and a leave-one-out baseline reduce reliance on sampled estimates. - **Replay and Reference Regularization**: A fixed 25% of SFT contexts are replayed with the same RL objective. A frozen SFT reference provides KL regularization to help retain learned behavior. Training data: [OpenJevData-140k](https://huggingface.co/datasets/shenjunhao/OpenJevData-140k). ## 3. Evaluation Results 1. **Accuracy (↑):** the percentage of hard-label examples for which the highest-probability option matches the gold answer. Higher is better; unsupported or failed predictions count as incorrect. 2. **Brier (↓):** the average sum of squared differences between predicted and gold option probabilities. Lower is better, with **0** indicating a perfect match. For hard labels, the gold distribution is one-hot; for soft labels, it is the provided target distribution. We compare **OpenJev-4B** with **Jev, Decider 4B, JevK5 4B, and Intern-Decision-4B** on [MMDM](https://huggingface.co/datasets/shenjunhao/mmdm) and [JevBench Public](https://github.com/fstandhartinger/jevbench).| Task type | OpenJev-4B | Jev1 | Decider 4B3 | JevK5 4B3 | Intern- |
|---|---|---|---|---|---|
| MMDM · Hard · Accuracy (%) ↑ / Brier ↓4 | |||||
| Answer preference n = 185 |
90.81/0.1236 | 88.11/0.1794 | 85.95/0.2263 | 77.84/0.3276 | 77.84/0.3142 |
| Code / database n = 122 |
84.43/0.2128 | 83.61/0.2189 | 77.05/0.3293 | 72.95/0.3546 | 68.03/0.3364 |
| Commonsense context n = 355 |
93.80/0.0854 | 96.90/0.0409 | 95.21/0.0687 | 93.80/0.1073 | 87.04/0.2096 |
| Constraint planning n = 334 |
76.05/0.2944 | 75.75/0.2859 | 71.26/0.3685 | 64.37/0.4816 | 58.38/0.5222 |
| Deductive reasoning n = 619 |
90.47/0.1389 | 94.51/0.0781 | 86.27/0.1861 | 79.97/0.2809 | 68.66/0.3848 |
| Emotion recognition n = 9 |
100.00/0.0243 | 77.78/0.2353 | 100.00/0.0684 | 77.78/0.3633 | 77.78/0.3690 |
| Evidence validation n = 177 |
91.53/0.1221 | 90.96/0.1211 | 85.31/0.2103 | 88.14/0.1960 | 84.18/0.2301 |
| Intent routing n = 253 |
94.07/0.1045 | 93.28/0.1047 | 92.49/0.1223 | 87.75/0.1688 | 64.82/0.2352 |
| Knowledge QA n = 572 |
95.63/0.0693 | 98.95/0.0202 | 96.85/0.0527 | 94.76/0.0847 | 88.99/0.1722 |
| Multi-hop reasoning n = 211 |
92.42/0.0992 | 89.57/0.1274 | 73.93/0.3978 | 74.41/0.3046 | 64.45/0.4399 |
| Option logic n = 287 |
51.92/0.5694 | 41.11/0.6551 | 34.84/0.7715 | 35.19/0.7176 | 28.22/0.7979 |
| Policy exceptions n = 576 |
95.31/0.0688 | 90.97/0.1301 | 82.81/0.2620 | 72.74/0.3858 | 63.89/0.4630 |
| Quantitative reasoning n = 330 |
69.09/0.3752 | 77.88/0.2841 | 51.21/0.6098 | 46.36/0.6636 | 37.58/0.7533 |
| Reading comprehension n = 48 |
95.83/0.0523 | 100.00/0.0091 | 95.83/0.0640 | 91.67/0.1074 | 89.58/0.1868 |
| Score rubrics n = 135 |
78.52/0.2939 | 85.93/0.2055 | 72.59/0.3487 | 73.33/0.3190 | 69.63/0.3827 |
| Temporal / numeric n = 138 |
55.07/0.4695 | 64.49/0.4235 | 54.35/0.5197 | 53.62/0.5379 | 59.42/0.5422 |
| Total n = 4,351 |
85.57/0.1864 | 86.37/0.1733 | 78.88/0.2832 | 74.70/0.3330 | 66.95/0.4069 |
| MMDM · Soft · Brier ↓4 | |||||
| Constraint planning n = 1 |
0.0070 | 0.1412 | 0.1338 | 0.0251 | 0.0258 |
| Evidence validation n = 22 |
0.1066 | 0.0493 | 0.1517 | 0.0773 | 0.0914 |
| Intent routing n = 22 |
0.0681 | 0.1570 | 0.1366 | 0.1304 | 0.0838 |
| Policy exceptions n = 18 |
0.0423 | 0.0606 | 0.1128 | 0.0916 | 0.0674 |
| Probabilistic reasoning n = 505 |
0.0278 | 0.1164 | 0.1387 | 0.1092 | 0.1242 |
| Score rubrics n = 30 |
0.0864 | 0.0895 | 0.1653 | 0.1242 | 0.1746 |
| Temporal / numeric n = 12 |
0.2168 | 0.0822 | 0.1100 | 0.1283 | 0.1747 |
| Total n = 610 |
0.0391 | 0.1119 | 0.1391 | 0.1092 | 0.1232 |
| JevBench · Public · Accuracy (%) ↑ / Brier ↓5 | |||||
| Original n = 72 |
100.00/0.0312 | 98.61/0.0283 | 98.61/0.0574 | 94.44/0.1075 | 98.61/0.0340 |
| Easy n = 48 |
100.00/0.000011 | 100.00/0.000196 | 100.00/0.000045 | 100.00/0.002509 | 100.00/0.001119 |
| Hard n = 111 |
75.68/0.3469 | 72.07/0.3594 | 64.86/0.4686 | 77.48/0.3118 | 73.87/0.3439 |
| Total n = 231 |
88.31/0.1764 | 86.15/0.1816 | 82.68/0.2431 | 87.45/0.1839 | 87.01/0.1761 |