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NextEval: 基于智能体的无导数优化求解器与基准测试

NextEval: An Agent-Based Solver and Benchmark for Derivative-Free Optimization

Shuo Chen · Li Cui · Cunxin Huang · Ya-Feng Liu · Minghang Xie · Meng Xu · et al.

中文摘要

无导数优化(DFO)解决导数不可用或获取成本高的问题,常见于仿真或实验场景,其中评估黑盒目标函数本身代价高昂。在有限预算下有效利用累积观测以选择信息量大的评估点仍是核心挑战。NextEval 求解器引入大型语言模型(LLM)智能体,结合数值环境系统,通过工具分析历史评估并执行数值方法,同时维护共享评估历史以支持方法切换。LLM 智能体负责选择工具、配置参数及分配预算,数值方法则计算候选点。此外,提出 NextEval Bench 基准协议,在匹配评估预算和信息约束下,使用相同数值工具比较不同智能体配置在共享 DFO 任务上的表现。低维 DFO 问题的数值结果表明,NextEval 求解器在函数评估效率上优于当前最先进的 DFO 基线。

关键要点

  1. 01针对导数不可用或获取成本高的场景,解决有限预算下如何有效选择信息量大的评估点这一核心挑战。
  2. 02构建结合 LLM 智能体与数值环境的系统,智能体负责工具选择、参数配置及预算分配,数值方法执行计算。
  3. 03提出 NextEval Bench 基准协议,在匹配评估预算和信息约束下,使用相同数值工具比较不同智能体配置。
  4. 04低维 DFO 问题的数值结果表明,NextEval 求解器在函数评估效率上优于当前最先进的 DFO 基线。

解读

尚无解读。

原始英文摘要

arXiv:2610.36553v1 Announce Type: cross Abstract: Derivative-free optimization (DFO) addresses problems where derivatives are unavailable or costly to obtain. This setting often arises in simulation-based and experimental applications, where evaluating the black-box objective can itself be costly. Thus, it remains a central challenge in DFO to effectively exploit accumulated observations to select informative evaluation points under a limited budget. In this light, we introduce the NextEval solver, an agent-based DFO solver, which integrates the capabilities of a large language model (LLM) to guide the sequential selection of evaluation points. Specifically, we establish a system that combines an LLM agent with a numerical environment. The environment provides tools for analyzing past evaluations and executing numerical methods, while maintaining a shared evaluation history and method-specific state to support continuation across method switches. Using observations and tool feedback, the LLM agent selects tools, configures their parameters, and allocates the evaluation budget, while numerical methods compute and evaluate candidate points. Building on this system, we also introduce NextEval Bench, a benchmark protocol for comparing agent configurations on shared DFO tasks using the same numerical tools under matched evaluation budgets and information constraints. Numerical results on low-dimensional DFO problems demonstrate that the NextEval solver outperforms the state-of-the-art DFO baselines in function-evaluation efficiency.

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