Paper: arXiv 2510.26217

Authors: Tao Jin, Stuart Florescu, Heyu, Jin

Abstract

We address finance-native collateral optimization under ISDA Credit Support Annexes (CSAs), where integer lots, Schedule A haircuts, RA/MTA gating, and issuer/currency/class caps create rugged, legally bounded search spaces. We introduce a certifiable hybrid pipeline purpose-built for this domain: (i) an evidence-gated LLM that extracts CSA terms to a normalized JSON (abstain-by-default, span-cited); (ii) a quantum-inspired explorer that interleaves simulated annealing with micro higher order QAOA (HO-QAOA) on binding sub-QUBOs (subset size n <= 16, order k <= 4) to coordinate multi-asset moves across caps and RA-induced discreteness; (iii) a weighted risk-aware objective (Movement, CVaR, funding-priced overshoot) with an explicit coverage window U <= Reff+B; and (iv) CP-SAT as single arbiter to certify feasibility and gaps, including a U-cap pre-check that reports the minimal feasible buffer B*. Encoding caps/rounding as higher-order terms lets HO-QAOA target the domain couplings that defeat local swaps. On government bond datasets and multi-CSA inputs, the hybrid improves a strong classical baseline (BL-3) by 9.1%, 9.6%, and 10.7% across representative harnesses, delivering better cost-movement-tail frontiers under governance settings. We release governance grade artifacts-span citations, valuation matrix audit, weight provenance, QUBO manifests, and CP-SAT traces-to make results auditable and reproducible.

Complexity vs Empirical Score

  • Math Complexity: 9.0/10
  • Empirical Rigor: 7.5/10
  • Quadrant: Holy Grail — high math complexity, high empirical rigor

Why this score: The paper employs advanced mathematics including higher-order QAOA Hamiltonians (k≤4), CVaR linearization, and multi-constraint encoding, indicating high complexity. It also presents empirical results on government bond datasets with specific performance improvements (9.1%, 9.6%, 10.7%), releases governance-grade artifacts, and uses CP-SAT for certification, demonstrating significant implementation and backtest readiness.

Research Flowchart

  flowchart TD
  G["Research Goal: CSA Collateral Optimization"] --> I["Input: ISDA CSAs, Gov Bonds, Multi-CSA Data"]
  I --> M1["LLM Term Extraction<br>Abstain-by-default JSON"]
  M1 --> M2["HO-QAOA Exploration<br>High-Order QUBOs n<=16"]
  M2 --> M3["CP-SAT Certification<br>Feasibility & Gap Analysis"]
  M3 --> F["Outcomes: 9-10% Improvement<br>Auditable Artifacts & Governance Grade"]

Cited References (17)

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  2. Collateral optimization: Capabilities that drive financial resource efficiency (2020) — link
  3. Collateral Management Transformation: Dynamic changes in the collateral ecosystem (2015) — link
  4. Benchmarking Generative AI for CSA Clause Extraction and CDM Representation (2025) — link
  5. Collateral and Liquidity Efficiency in the Derivatives Market (2025) — link
  6. Collateral Portfolio Optimization in Crypto-Backed Stablecoins (2024) — link
  7. Approaching Collateral Optimization for NISQ and Quantum-Inspired Computing (2023) — link
  8. Solving Combinatorial Optimization and ML Problems Using Hybrid Quantum–Classical Systems (2025) — link
and 9 more
  1. IonQ Achieves Record Breaking Quantum Performance Milestone of #AQ 64 (2025) — link
  2. Higher-Order Portfolio Optimization with Quantum Approximate Optimization Algorithm (2025) — link
  3. Higher-Order Portfolio Optimization with Quantum Approximate Optimization Algorithm (2025) — link
  4. Nonlinear Multiobjective Optimization (1999)
  5. Convex Optimization (2004)
  6. Optimization of Conditional Value-at-Risk (2000)
  7. Optimal Execution of Portfolio Transactions (2000)
  8. Funding beyond discounting: Collateral agreements and derivatives pricing (2010)
  9. Funding Value Adjustments (2017) — link

0 of 17 cited works are in the corpus; resolved via arXiv source bundles, Semantic Scholar and OpenAlex. Corpus-wide: 2518 linked papers.