Platform Specific Architecture
DeepSeek-R1 & V3 Prompt Guide
Maximize open-weights reasoning power, chain-of-thought deliberation, and mathematical precision.
Ideal Use Cases & Strengths
Complex mathematical reasoning, competitive algorithmic coding, algorithmic optimizations, deep logical verification, and cost-effective high-volume API batching.
Recommended Prompt Architecture
### The DeepSeek Pure-Reasoning Framework
1. **Direct Problem Statement**: DeepSeek-R1 works best with direct, unadorned mathematical or technical problem statements. Avoid overly conversational preambles.
2. **Explicit Verification Mandate**: Tell the model to 'Verify all intermediate invariants and cross-check boundary conditions before concluding'.
3. **Deliberation Guidance**: Encourage step-by-step thinking for algorithm complexity analysis.
Output Formatting Tips
• Request LaTeX formatting for all mathematical equations ($...$ inline, $$...$$ display).
• Ask for formal computational complexity analysis (Big-O time and space) in markdown tables.
Common Pitfalls to Avoid
• Constraining the thinking tokens too tightly, which truncates the model's self-correction loops.
• Asking for creative prose without specifying tone (reasoning models default to highly analytical registers).
Advanced Techniques & Power Features
• Chain-of-Thought Steering: DeepSeek-R1 natively generates <think> tokens. Allow the model to deliberate without artificially truncating max_tokens.
• Distilled Model Prompting: When using DeepSeek-R1-Distill-Qwen/Llama, provide 1-shot examples to maintain structural fidelity.
Tested DeepSeek-R1 & V3 Templates
Copy, customize, and paste these verified templates directly into DeepSeek-R1 & V3.
CodingDeepSeek-R1 & V3
High-Performance Algorithm Optimization & Benchmark
Rewrites performance-critical algorithms for maximum cache locality and zero-allocation execution.
Ready to paste
ReasoningDeepSeek-R1 & V3
Mathematical Formal Proof & Invariant Verification
Harnesses DeepSeek-R1's deep reasoning tokens to verify complex mathematical and distributed system proofs.
Ready to paste