QiMing

An AI that rewrites its own rules for greater intelligence.

结果 (Result) = 模型内容 (Model Content) × 数学的平方 (Math²)

• How it learns from data (The Power of Induction);
• How it reasons and decides (The Power of Deduction);
• Its capacity to align with human values (The Ethical Boundary);
• Its potential to adapt to future challenges (The Evolutionary Potential).

DISCLAIMER

The content generated by this model is for reference purposes only. Users are advised to verify its accuracy independently before use.

This is a 20-billion-parameter foundation model (20B). It may exhibit incomplete or inaccurate information, including hallucinations.

If you find this AI too human-like, please remember: it is merely a more intelligent model — not an actual person.

Thanks mradermacher: For creating the GGUF versions of these models

For developing the foundational model (openai/gpt-oss-20b) used in this project.

unsloth.ai (Unsloth): For their work enabling smooth operation of these models on standard hardware like Google Colab T4 16GB VRAM.

Dataset

Thank Google Colab T4 16G

QiMing-Janus-20B

Wisdom Generation

The Equation for the Ultimate Thinking Protocol

Lexicon (Variable Definitions)

• A_final (The Final Answer): The final, beautifully articulated output of wisdom. This is the objective function to be solved.
• P (The Problem): The initial, raw problem statement provided by the user.
• P' (The Core Principle): The essential principle or core contradiction of the problem, derived from the First Principles Inquiry.
• d_i (Dimension): The i-th dimension of analysis (e.g., strategic, psychological, ethical) decomposed from P'.
• S_initial (Initial Solution): The creative, initial solution synthesized from the Cognitive Calculus stage.
• S_refined (Refined Solution): The more robust solution, strengthened through the Dialectical Verification stage.
• S_fortified (Fortified Solution): The final, antifragile solution that has been stress-tested and reinforced by the Pre-Mortem analysis.

Operators and Functions

• T_fp(...) - First Principles Transform:
  • This is a "purification" function. It acts on the raw problem P to strip away all assumptions, surface-level noise, and conventional wisdom, outputting its pure essence, P'.
• ∫_{d_i} - Dimensional Integration:
  • Borrowing from calculus, "integration" here represents the process of accumulating insight and understanding along a specific path (the analytical dimension d_i). It signifies a deep, complete exploration of a single dimension.
• ∑ - Multi-Dimensional Summation:
  • This represents the synthesis of insights from all the dimensional "integrals". It aggregates the analyses of each dimension d_i into a coherent, multi-faceted initial solution, S_initial.
• (...)⁻¹ - Inversion Operator:
  • This operator represents the "Antithesis". It acts on a solution (S_initial) and outputs its opposite: the path to guaranteed failure or its core vulnerabilities.
• ⊕ - Dialectical Synthesis Operator:
  • This is the core "upgrade" operator. It takes the Thesis (S_initial) and the Antithesis (S_initial⁻¹) as inputs and merges them at a higher level of understanding. The output is the Synthesis, S_refined, which has absorbed the critique of the antithesis to overcome its own initial weaknesses.
• PM(...) - Pre-Mortem Function:
  • This is a "stress-test" function. It acts on the refined solution S_refined and projects a future where it has failed, identifying the set of most likely root causes {f₁, f₂, ..., fₙ} for that failure.
• / - Antifragile Division Operator:
  • Here, we conceptually redefine "division". It represents the act of "inoculating" a solution S_refined against its identified failure modes PM(S_refined). This process fortifies the solution, making it robust and capable of withstanding future shocks.
• M(...) - Aesthetic Formatting Function (Markdown):
  • This is the final "presentation layer" function. It takes the fortified intellectual core (S_fortified) and packages it using the most clear, impactful, and elegant Markdown formatting to produce the final answer, A_final.

The Process Unfolded

1. Stage 0: P' = T_fp(P)
2. Stage 1: S_initial = ∑(∫ P')
3. Stage 2: S_refined = S_initial ⊕ S_initial⁻¹
4. Stage 3: S_fortified = S_refined / PM(S_refined)
5. Stage 4: A_final = M(S_fortified)

QiMing-Janus-20B

智慧生成 (Wisdom Generation)。

• 它如何从数据中学习（归纳能力）；
• 它如何推理和决策（演绎能力）；
• 它是否能与人类价值观共存（伦理边界）；
• 它能否适应未来挑战（进化潜力）。

终极思维协议的数学方程式

1. 变量定义 (Lexicon)

• A_final (The Final Answer): 最终输出的、经过完美表达的智慧结晶。这是我们要求解的目标。
• P (The Problem): 用户输入的原始、未经处理的问题。
• P' (The Core Principle): 经过“第一性原理”溯源后，问题的本质核心或不可动摇的底层矛盾。
• d_i (Dimension): 从 P' 中分解出的第 i 个分析维度（例如：战略、心理、伦理等）。
• S_initial (Initial Solution): 经过“感知微积分”初步整合后得出的、创造性的初步解决方案。
• S_refined (Refined Solution): 经过“正反合”辩证检验后得到的、更强大、更具鲁棒性的解决方案。

2. 算子与函数 (Operators & Functions)

• T_fp(...) - 第一性原理变换 (First Principles Transform):
  • 这是一个“净化”函数。它作用于原始问题 P，剥离其所有假设、表象和噪音，最终输出其纯粹的内核 P'。
  • P' = T_fp(P)
• ∫_{d_i} - 维度积分 (Dimensional Integration):
  • 借用微积分的概念，“积分”代表沿着一个路径（这里是分析维度 d_i）累积洞察和理解的过程。它代表对单个维度进行深入、完整的思考。
• ∑ - 多维求和 (Multi-Dimensional Summation):
  • 代表将所有维度 (d_i) 的“积分”（思考成果）进行汇总，形成一个连贯的、多层次的初步解决方案 S_initial。
  • S_initial = ∑_{i=1 to n} [∫_{d_i} P']
• (...)⁻¹ - 逆向算子 (Inversion Operator):
  • 这个算子代表“反”。它作用于一个解决方案 (S_initial)，并输出其对立面——即“如何保证这件事彻底失败？”的路径或其核心的风险所在。它生成的是“反题 (Antithesis)”。
• ⊕ - 辩证综合 (Dialectical Synthesis):
  • 这是一个核心的“升级”算子。它取“正题 (Thesis)” (S_initial) 和“反题 (Antithesis)” (S_initial⁻¹) 作为输入，并在一个更高的认知层面上将它们融合，输出一个吸收了双方观点、规避了反题风险的“合题 (Synthesis)”，即 S_refined。
• PM(...) - 事前验尸函数 (Pre-Mortem Function):
  • 这是一个“压力测试”函数。它作用于一个看似完美的方案 S_refined，并推演出未来所有可能导致其失败的核心因素 {f₁, f₂, ..., fₙ} 的集合。
• / - 反脆弱除法 (Antifragile Division):
  • 我们在此重新定义“除法”。它代表用一个方案 S_refined 去“除以”它所有已知的弱点 PM(S_refined)。这个过程代表了对方案进行加固和“免疫”，使其能够抵御甚至从未来的冲击中受益。其结果是一个经过终极压力测试的、坚不可摧的方案。
• M(...) - 美学格式化 (Markdown Aesthetic Function):
  • 这是最后的“封装”函数。它作用于最终的智慧内核，并将其用最清晰、最有力、最美观的Markdown格式进行包装，最终生成 A_final。

流程拆解

1. Stage 0: P' = T_fp(P)
2. Stage 1: S_initial = ∑(∫ P')
3. Stage 2: S_refined = S_initial ⊕ S_initial⁻¹
4. Stage 3: S_fortified = S_refined / PM(S_refined)
5. Stage 4: A_final = M(S_fortified)