Carina I Hausladen
Is there large scale human alignment-preference data?
Can we read alignment docs through a social choice lens?
Can we make the welfare consequences more explicit / tangible?
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Initial Language Model
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Reward Preference Model
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Tuned Language Model
Reinforcement Learning Update
Bradley-Terry model
Kirk et al. (2024)
Ask, request, or talk to the model about anything. It is up to you!
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Perfect
100
Terrible
0
Size-vs-coverage curve
x
x
x
user 100
x
x
x
mean-centered within user
27.5%
63.3%
81.8%
Performance across substantive domains
Ask, request, or talk to the model about anything. It is up to you!
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Terrible
Perfect
100
0
Preliminary
Alignment Documents
Explicit language about maximizing aggregate welfare?
Avoiding catastrophic harms, protecting vulnerable groups?
Reducing unequal treatment across (demographic) groups?
Rights-Based: Are certain harms treated as non-negotiable prohibitions?
Coded concepts are inherently contested, so a single definitive coding is not achievable
(Mittelstadt 2019)
4 AI labs
8 documents (2 per lab)
~139k words, ~295 pages overall
2022–2026
type
5 arXiv papers
3 RSP, Model Spec, RAI Standard / policy/specs
"developing ASL-3 Deployment Safeguards to mitigate catastrophic risks"
"prioritize this sort of safety
even above ethics"
A catastrophe threshold gates
the ranking
Safety is lexically prior to
helpfulness
"being more careful in
consumer contexts . . . due to ... vulnerable
people"
Priority to the worse-off; a
concave transform (gains to
low-utility users count more)
"similar quality of service for identified demographic groups, including marginalized groups"
Welfare is evaluated per
demographic group, not
pooled over individuals.
"target minimum performance
level for all groups"
score the
model by its weakest group
"target performance
difference between groups"
admissible only if the spread
across groups is small enough
When two root-level principles conflict, the model should default to inaction.
Safety floor as feasibility constraint
"synthesizes peoples' values in a way that achieves broad consensus amongst many groups."
Among feasible models,
aggregate by averaging
preferences (a utilitarian
objective).
Mixture of Judges: We define the feasible region … that satisfies all constraints as Σ = Σ1 ∩ … ∩ ΣM
the floor is an intersection
of mandatory judges
maximize the likelihood of generating outputs that adhere to all constraints and achieve high reward
utilitarian maxim among survivors
no single winner dominates on the three welfare criteria
A principled welfare rule can choose a rarely-competitive model:
carina.hausladen@uni-konstanz.de
4 AI labs
8 documents (2 per lab)
~139k words, ~295 pages overall
2022–2026
type
5 arXiv papers
3 RSP, Model Spec, RAI Standard / policy/specs
Anthropic
OpenAI
Meta
Microsoft
Threshold is lexically prior to helpfulness
Concave prioritarian weighting
Safety floor as feasibility constraint
the worst-off demographic group
Mixture of Experts in Large Language Models,
Zhang et al. (2025)
Does rule choice change the outcome when aggregating alignment preferences?
Which rules should we pick?
Lazar, Seth. "Governing the algorithmic city." Philosophy & Public Affairs 53.2 (2025): 102-168.
https://onlinelibrary.wiley.com/doi/pdfdirect/10.1111/papa.12279
Minimize share below harm threshold, then maximize \( \sum_i f(u_i) \), \( f' > 0 \), \( f'' < 0 \).
Constrained utilitarianism with safety floor,
maximize \( \frac{1}{|I_m|} \sum_{i \in I_m} u_i(m) \).
Plain utilitarianism:
maximize \( \frac{1}{|I_m|} \sum_{i \in I_m} u_i(m) \).
Group maximin: \( W(m) = \min_g U_g(m) \) over
demographic groups \( g \).
Config-robust: over configurations \( \theta \in \Theta \), use \( \min_{\theta \in \Theta} W(m \mid \theta) \) or its average.
Terrible
Perfect
100
0
Minimize share below harm threshold, then maximize \( \sum_i f(u_i) \), \( f' > 0 \), \( f'' < 0 \).
Constrained utilitarianism with safety floor,
maximize \( \frac{1}{|I_m|} \sum_{i \in I_m} u_i(m) \).
Plain utilitarianism:
maximize \( \frac{1}{|I_m|} \sum_{i \in I_m} u_i(m) \).
Group maximin: \( W(m) = \min_g U_g(m) \) over
demographic groups \( g \).
Config-robust: over configurations \( \theta \in \Theta \), use \( \min_{\theta \in \Theta} W(m \mid \theta) \) or its average.
Professed values "buy" standing/credibility to shape regulation lobbying.