Brainstorming framing and scope: how should paper's contributions be framed?

  • Papers in machine learning are often franed as "our method vs prior methods"

    • Reviewers are only briefly scanning a paper, and are expecting tables or figures that
  • This template doesn't fit our research very well…

    • In the future, after we've developed these initial ideas, we plan to apply them towards supporting active directed (potentially analogical) exploration / search in post-training or test-time scaling.
    • At that stage, we could compare to some baselines for post-training / etc (e.g., GRPO-style passive exploration, on-policy pass@k, etc.)
    • However, at this stage, we are mainly formulating a new type of problem and evaluating methods to solve the problem. We empirically evaluate several methodologies of our method with a number of different knobs and variants. But beyond that, there isn't necessarily a natural "prior art" baseline.

Key Questions:

  • What is the story we are trying to tell?
  • What are the key claims we want to make? How do we want to demonstrate them?
  • For pre-trained models: which set of models should we include? Does it matter to have a variet, or is one or two models of modest size enough to demonstrate the key claims?
    • E.g.: Qwen-2.5-0.5B, Qwen-2.5-1.5B? Qwen-3.5-0.8B, Qwen-3.5-2B? Pythia series?
  • Is model size of important significance? Should we sweep across model sizes, or is that wasted compute (focus should be elsewhere)?
  • Should we put effort into including a more theoretical formulation + simple theoretical results on a toy model?
    • A possibility is to study a toy model where ∃f1,…,fK:X→Y\exists f_1, \ldots, f_K: X \to Y and p(y∣x)=∑i=1Kpiδy=fi(x)p(y|x) = \sum_{i=1}^{K} p_i \delta_{y = f_i(x)}. Can we show that (for some choice β\beta?) that our procedure can identify f1,…,fKf_1, \ldots, f_K in some sense?
    • Having a theoretical component to the story can strengthen the framing of the paper as "formulating a new type of problem and initiating its exploration", and can alleviate criticisms about "synthetic experiments".
  • Decide on terminology to use: "factorization", "strategy-disentanglement", "excess reconstruction", "p(y∣x)p(y|x)-normalized reconstruction", "(z−x)(z - x)-excess reconstruction loss", etc…
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