AgentNormIndependent research in the public interest

Research profile

Shuo Li Liu

Research programme coordinator · AgentNorm

Shuo Li Liu coordinates the research programme within AgentNorm, where he works on mathematical decision theory and its applications. He is a PhD student in Economics at Princeton University. His papers use axioms, representation theorems, proofs, and counterexamples to study decision making under uncertainty, judgment aggregation, and the evaluation of agentic risk.

AgentNorm is the public research identity of NORMATIVE AI INSTITUTE INC., a British Columbia corporation (company no. 1449218). This page describes Shuo’s role within this independent research initiative; his university affiliation is PhD student in Economics at Princeton University.

Shuo Li Liu
Photo: Princeton Economics directory

The selected work includes a corrected representation theorem in Econometrica, sufficient conditions for convexity in Economic Theory Bulletin, and counterexamples concerning regret and dominance. It also includes four peer-reviewed ICML 2026 workshop posters and a letter in Science.

Research programme

At AgentNorm, Shuo coordinates a small independent research programme. The work includes theoretical papers on utility representations, convexity under ambiguity, and regret, alongside research software and studies of collective judgment and evidence for AI systems.

At AgentNorm, Shuo coordinates open research and works with student collaborators. The initiative shares mathematical arguments, evidence, and research resources so that others can examine and build on them.

We start with explicit definitions and assumptions, prove what follows, and then give counterexamples that push a claim to its limits. In the applied work, we make a clear distinction between mathematically guaranteed results and computational evidence.

Axioms and representation

We study which assumptions allow preferences to admit a utility representation, and which additional conditions a characterization requires.

Expected uncertain utility →

Convexity, ambiguity, and regret

We study the structure of preferences under uncertainty, and provide sufficient conditions and counterexamples for the analysis of diversification, transitivity, and regret.

Convexity under ambiguity →

Decision theory for agentic risk

We apply decision theory and mathematical analysis to questions about dominance, judgment aggregation, verification, and the limits of deployment claims.

Savage Without Monotonicity →

Corrigibility, risk measurement, and assurance

We study how corrigibility, oversight, and measurement can support cautious assessment of risks in agentic systems, distinguishing formal guarantees from empirical evidence.

Behavior-only deployment certification →

Academic service and conference roles

Program Committee Member

AAAI-27 Special Track on AI Alignment

2026–2027

Serving on the program committee for the AI Alignment special track of the 41st AAAI Conference on Artificial Intelligence.

Official track information →

Program Chair

Cellular agriculture conference

Program Chair role for a cellular agriculture conference; the event name and year are not specified in the available record.

Mathematical papers lead this selection, followed by applications to decision theory for agentic risk, corrigibility, and AI risk measurement. Each entry identifies its publication type and links to a source.

  1. 2024

    A Comment on: “Expected Uncertain Utility”

    Simon Grant, Shuo Li Liu, and Jingni Yang

    Econometrica 92(1):247–256

    Journal article

    Constructs a counterexample to an expected uncertain utility characterization and proves a corrected representation theorem. The revised axioms establish the required structure of ideal events and state-independent interval utility.

  2. 2025

    Convexity under ambiguity

    Xueqi Dong and Shuo Li Liu

    Economic Theory Bulletin 13(2):353–373

    Journal article

    Establishes sufficient conditions for convex preferences in portfolio choice under ambiguity. The result combines aversion to mean-preserving spreads with uncertainty aversion, providing a foundation for diversification without assuming concave utility.

  3. 2024

    Counterexamples to “Transitive Regret”

    Yuan Chang and Shuo Li Liu

    arXiv:2407.00055

    Preprint

    Constructs counterexamples to a claimed implication from transitivity and continuity to indifference between identically distributed prospects. The analysis examines the assumptions underlying regret-based preference representations.

  4. 2026

    Savage Without Monotonicity

    Shuo Li Liu and Jingni Yang

    Philosophy Meets Machine Learning (PhilML), ICML 2026

    Peer-reviewed workshop poster

    Develops a conditional counterexample in which a finitely additive expected-utility representation assigns equal value to an act and its statewise improvement. It identifies additional additivity, dominance, or domain assumptions that prevent this conflict.

  5. 2026

    Model Collapse Despite Ground-Truth Verification

    Shuo Li Liu

    Hypothesis Testing, ICML 2026

    Peer-reviewed workshop poster

    Separates exact verification of generated artifacts from coverage of the target task population, showing how missing task types limit risk identification and developing an audit bound for target-risk claims.

  6. 2026

    Behavior-Only Deployment Certification Requires Bridge Assumptions

    Shuo Li Liu

    Failure Modes in Agentic AI (FAGEN), ICML 2026

    Peer-reviewed workshop poster

    Shows why behavioral evaluation alone cannot certify deployment safety without assumptions connecting evaluation and deployment histories, and quantifies the sample cost of detecting rarely reached failures.

  7. 2026

    Bayesian Truth Serum for LLMs?

    Shuo Li Liu

    Statistical Frameworks for Uncertainty in Agentic Systems (AgenticUQ), ICML 2026

    Peer-reviewed workshop poster

    Tests Bayesian Truth Serum aggregation for language-model panels, finding lower accuracy than majority voting but improved calibration on the evaluated review and benchmark tasks.

  8. 2019

    Assessing cell-based animal proteins

    Shuo Li Liu and Kristopher Gasteratos

    Science 363(6429):826

    Letter

Mentorship and collaboration

Shuo collaborates with student researchers on language-model evaluation and model collapse. The work connects theoretical questions with computational experiments and reproducible research artifacts, while giving students opportunities to take part in open research.

Xuanyi Wang

Research collaborator

Collaborates with Shuo Li Liu on CAST Decision Theory, supported by a $20,000 Corrigibility Research Fund grant.

Hruday Sivakumar

Student researcher

Research collaboration on Bayesian Truth Serum and the evaluation of language-model panels.

Vivan Shankar

Research mentee

Research assistance on model collapse, verification, and the evaluation of learning systems.

Research resources

Academic background

Contact

For research collaboration, student mentorship, or AgentNorm’s public-interest research programme:
admin@agentnorm.tech

Public scholarly profiles: OpenReview · Google Scholar · GitHub