Core Concepts
Inductive biases on both the training framework and the data are necessary for the spontaneous emergence of compositional communication. Introducing noise in the communication channel catalyzes the development of compositional languages.
Abstract
The paper investigates the conditions for the emergence of compositional communication in multi-agent systems. It makes the following key observations:
Inductive biases on both the training framework and the data are required for compositionality to emerge spontaneously. Without such biases, the underlying features cannot be inferred from the data alone.
Introducing noise in the communication channel between the agents catalyzes the development of compositional languages. This is proven theoretically and confirmed experimentally.
Experiments on two datasets (shapes3d and obverter) show that there is an optimal range of noise levels that promotes compositionality, as measured by various metrics like topographic similarity, conflict count, context independence, and positional disentanglement.
Different inductive biases in the model architecture and the data are explored, such as the number of symbols, variable noise schedules, and scrambling of visual inputs or labels. These biases interact with the effect of noise in complex ways.
The paper also investigates the generalization properties of the trained agents, showing that fine-tuning on held-out data can significantly improve compositionality, while zero-shot generalization remains challenging.
Overall, the paper provides a comprehensive study of the role of noise and inductive biases in the emergence of compositional communication in multi-agent systems.
Stats
The number of features in the dataset is K = 2, with each feature taking 4 values.
The message length is L = 2, and the sender's alphabet size is |As| = 5.
The receiver's alphabet size is |Ar| = 8.
Quotes
"Inductive biases on both the training framework and the data are needed for compositionality to emerge spontaneously in signaling games."
"We then formulate inductive biases in the loss function and prove that they are sufficient to achieve compositionality when coupled with communication over a noisy channel."