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Model details
Baidu Ernie 4.5 21B A3B Thinking
Baidu's Ernie 4.5 21B A3B Thinking is a reasoning-focused Mixture of Experts language model that takes a sparse-activation approach to deliver capable performance without activating all of its parameters at once. With 21 billion total parameters but only 3 billion activated per token during inference, the architecture achieves efficiency by routing each computation to specialized expert subnetworks rather than engaging the full model uniformly. This design philosophy shapes the model into a tool purpose-built for complex, multi-step reasoning tasks where sustained logical chains matter more than raw breadth. The explicit chain-of-thought capabilities embedded in the system enable it to tackle logical puzzles, mathematical problems, scientific questions, and coding challenges with the kind of depth that expert-level academic benchmarks are designed to measure.
The development of the Ernie 4.5 A3B variant represents Baidu's push to refine a lightweight yet high-performing reasoning model for practical deployment. By focusing on reasoning depth and quality rather than simply scaling parameter counts, the model targets use cases where precision and methodical problem-solving take priority. The combination of the MoE architecture with the A3B activation pattern keeps compute demands manageable while still delivering competitive performance on demanding tasks. This positions the model well for developers and applications that need reliable, structured reasoning without the overhead of fully dense models, making it particularly attractive for enterprise workflows and academic tooling where both accuracy and efficiency matter.
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- Model key
- ernie-4.5-21b-a3b-thinking
- Release date
- Mar 16, 2025
- Last updated
- Mar 16, 2025
- Knowledge cutoff
- 2025-03
- Input modalities
- Output modalities
- Capabilities
Cost
- Input token cost
- $0.07
- Output token cost
- $0.28
Limits
- Output tokens
- 8,000 tokens
- Context window
- 128,000 tokens
Transparent token rates
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Rates are shown per one million tokens. Combined means one million input plus one million output tokens.
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