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An overview of multi-agent reinforcement learning from game theoretical perspective
Y Yang, J Wang - arxiv preprint arxiv:2011.00583, 2020 - arxiv.org
Following the remarkable success of the AlphaGO series, 2019 was a booming year that
witnessed significant advances in multi-agent reinforcement learning (MARL) techniques …
witnessed significant advances in multi-agent reinforcement learning (MARL) techniques …
Scan and snap: Understanding training dynamics and token composition in 1-layer transformer
Transformer architecture has shown impressive performance in multiple research domains
and has become the backbone of many neural network models. However, there is limited …
and has become the backbone of many neural network models. However, there is limited …
The modern mathematics of deep learning
We describe the new field of the mathematical analysis of deep learning. This field emerged
around a list of research questions that were not answered within the classical framework of …
around a list of research questions that were not answered within the classical framework of …
Joma: Demystifying multilayer transformers via joint dynamics of mlp and attention
We propose Joint MLP/Attention (JoMA) dynamics, a novel mathematical framework to
understand the training procedure of multilayer Transformer architectures. This is achieved …
understand the training procedure of multilayer Transformer architectures. This is achieved …
Deep generalized schrödinger bridge
Abstract Mean-Field Game (MFG) serves as a crucial mathematical framework in modeling
the collective behavior of individual agents interacting stochastically with a large population …
the collective behavior of individual agents interacting stochastically with a large population …
Zico: Zero-shot nas via inverse coefficient of variation on gradients
Neural Architecture Search (NAS) is widely used to automatically obtain the neural network
with the best performance among a large number of candidate architectures. To reduce the …
with the best performance among a large number of candidate architectures. To reduce the …
Neural network approximation: Three hidden layers are enough
A three-hidden-layer neural network with super approximation power is introduced. This
network is built with the floor function (⌊ x⌋), the exponential function (2 x), the step function …
network is built with the floor function (⌊ x⌋), the exponential function (2 x), the step function …
A rigorous framework for the mean field limit of multilayer neural networks
We develop a mathematically rigorous framework for multilayer neural networks in the mean
field regime. As the network's widths increase, the network's learning trajectory is shown to …
field regime. As the network's widths increase, the network's learning trajectory is shown to …
Two-layer neural networks for partial differential equations: Optimization and generalization theory
The problem of solving partial differential equations (PDEs) can be formulated into a least-
squares minimization problem, where neural networks are used to parametrize PDE …
squares minimization problem, where neural networks are used to parametrize PDE …
Over-parameterization exponentially slows down gradient descent for learning a single neuron
We revisit the canonical problem of learning a single neuron with ReLU activation under
Gaussian input with square loss. We particularly focus on the over-parameterization setting …
Gaussian input with square loss. We particularly focus on the over-parameterization setting …