The author establishes identifiability results for linear and piecewise linear mixing functions in a partially observed setting, emphasizing the importance of enforcing sparsity in representation learning.
Addressing out-of-distribution generalization challenges in heterogeneous graph few-shot learning through a causal model.
提案されたCOHFモデルは、構造的因果関係モデルを活用し、異なる分布間の分布シフトに対処するために無効な変数E2とZ2に焦点を当てています。
Understanding the identifiability of latent causal models through distribution shifts is crucial for predicting under unseen distributions.
Learning causal representations from multi-node interventions using linear mixing can be achieved by exploiting sparsity in the variance of latent variables.
Causal Discovery with Single-parent Decoding (CDSD) is a novel method for learning causal representations from temporal data by leveraging a sparsity assumption (single-parent decoding) to achieve identifiability of both the latent representation and the causal graph over these latents.
This research paper presents a novel theoretical framework for identifying latent causal representations in polynomial causal models by leveraging changes in causal influences across multiple environments, generalizing previous work limited to linear Gaussian models.
By leveraging the inherent domain shift between pre-trained and fine-tuned language models, we can construct robust causal representations that improve out-of-domain generalization in natural language understanding tasks, even with single-domain data.