CausalBench: A Comprehensive Benchmark for Causal Learning Capability of
  Large Language Models
Yu Zhou Xingyu Wu Beicheng Huang Jibin Wu Liang Feng Kay Chen Tan
Causality reveals fundamental principles behind data distributions in
real-world scenarios, and the capability of large language models (LLMs) to
understand causality directly impacts their efficacy across explaining outputs,
adapting to new evidence, and generating counterfactuals. With the
proliferation of LLMs, the evaluation of this capacity is increasingly
garnering attention. However, the absence of a comprehensive benchmark has
rendered existing evaluation studies being straightforward, undiversified, and
homogeneous. To address these challenges, this paper proposes a comprehensive
benchmark, namely CausalBench, to evaluate the causality understanding
capabilities of LLMs. Originating from the causal research community,
CausalBench encompasses three causal learning-related tasks, which facilitate a
convenient comparison of LLMs' performance with classic causal learning
algorithms. Meanwhile, causal networks of varying scales and densities are
integrated in CausalBench, to explore the upper limits of LLMs' capabilities
across task scenarios of varying difficulty. Notably, background knowledge and
structured data are also incorporated into CausalBench to thoroughly unlock the
underlying potential of LLMs for long-text comprehension and prior information
utilization. Based on CausalBench, this paper evaluates nineteen leading LLMs
and unveils insightful conclusions in diverse aspects. Firstly, we present the
strengths and weaknesses of LLMs and quantitatively explore the upper limits of
their capabilities across various scenarios. Meanwhile, we further discern the
adaptability and abilities of LLMs to specific structural networks and complex
chain of thought structures. Moreover, this paper quantitatively presents the
differences across diverse information sources and uncovers the gap between
LLMs' capabilities in causal understanding within textual contexts and
numerical domains.