Workshop
Sat Jul 18 05:50 AM -- 02:30 PM (PDT)
Bridge Between Perception and Reasoning: Graph Neural Networks & Beyond
Jian Tang · Le Song · Jure Leskovec · Renjie Liao · Yujia Li · Sanja Fidler · Richard Zemel · Ruslan Salakhutdinov
Deep learning has achieved great success in a variety of tasks such as recognizing objects in images, predicting the sentiment of sentences, or image/speech synthesis by training on a large-amount of data. However, most existing success are mainly focusing on perceptual tasks, which is also known as System I intelligence. In real world, many complicated tasks, such as autonomous driving, public policy decision making, and multi-hop question answering, require understanding the relationship between high-level variables in the data to perform logical reasoning, which is known as System II intelligence. Integrating system I and II intelligence lies in the core of artificial intelligence and machine learning.
Graph is an important structure for System II intelligence, with the universal representation ability to capture the relationship between different variables, and support interpretability, causality, and transferability / inductive generalization. Traditional logic and symbolic reasoning over graphs has relied on methods and tools which are very different from deep learning models, such Prolog language, SMT solvers, constrained optimization and discrete algorithms. Is such a methodology separation between System I and System II intelligence necessary? How to build a flexible, effective and efficient bridge to smoothly connect these two systems, and create higher order artificial intelligence?
Graph neural networks, have emerged as the tool of choice for graph representation learning, which has led to impressive progress in many classification and regression problems such as chemical synthesis, 3D-vision, recommender systems and social network analysis. However, prediction and classification tasks can be very different from logic/symbolic reasoning.
Bits and pieces of evidence can be gleaned from recent literature, suggesting graph neural networks may be a general tool to make such a connection. For example, \cite{battaglia2018relational,barcelo2019logical} viewed graph neural networks as tools to incorporate explicitly logic reasoning bias. \cite{kipf2018neural} used graph neural network to reason about interacting systems,
\cite{yoon2018inference,zhang2020efficient} used neural networks for logic and probabilistic inference, \cite{hudson2019learning, hu2019language} used graph neural networks for reasoning on scene graphs for visual question reasoning, \cite{qu2019probabilistic} studied reasoning on knowledge graphs with graph neural networks, and \cite{khalil2017learning, xu2018powerful, velickovic2019neural, sato2019approximation} used graph neural networks for discrete graph algorithms. However, there can still be a long way to go for a satisfactory and definite answers on the ability of graph neural networks for automatically discovering logic rules, and conducting long-range multi-step complex reasoning in combination with perception inputs such as language, vision, spatial and temporal variation.
{\bf Can graph neural networks be the key bridge to connect System I and System II intelligence? Are there other more flexible, effective and efficient alternatives?} For instance, \citep{wang2019satnet} combined max satisfiability solver with deep learning, \citep{manhaeve2018deepproblog} combined directed graphical and Problog with deep learning, \citep{skryagin2020splog}~combined sum product network with deep learning, \citep{silver2019few,alet2019graph}~combined logic reasoning with reinforcement learning. How do these alternative methods compare with graph neural networks for being a bridge?
The goal of this workshop is to bring researchers from previously separate fields, such as deep learning, logic/symbolic reasoning, statistical relational learning, and graph algorithms, into a common roof to discuss this potential interface and integration between System I and System intelligence. By providing a venue for the confluence of new advances in theoretical foundations, models and algorithms, as well as empirical discoveries, new benchmarks and impactful applications,