Black-Box and Modular Meta-Learning for Power Control via Random Edge
Graph Neural Networks
- URL: http://arxiv.org/abs/2108.13178v1
- Date: Wed, 4 Aug 2021 13:06:36 GMT
- Title: Black-Box and Modular Meta-Learning for Power Control via Random Edge
Graph Neural Networks
- Authors: Ivana Nikoloska and Osvaldo Simeone
- Abstract summary: We consider the problem of power control for a wireless network with an arbitrarily time-varying topology.
A data-driven design methodology that leverages graph neural networks (GNNs) is adopted.
We propose both black-box and modular meta-learning techniques.
- Score: 39.59987601426039
- License: http://arxiv.org/licenses/nonexclusive-distrib/1.0/
- Abstract: In this paper, we consider the problem of power control for a wireless
network with an arbitrarily time-varying topology, including the possible
addition or removal of nodes. A data-driven design methodology that leverages
graph neural networks (GNNs) is adopted in order to efficiently parametrize the
power control policy mapping the channel state information (CSI) to transmit
powers. The specific GNN architecture, known as random edge GNN (REGNN),
defines a non-linear graph convolutional filter whose spatial weights are tied
to the channel coefficients. While prior work assumed a joint training approach
whereby the REGNN-based policy is shared across all topologies, this paper
targets adaptation of the power control policy based on limited CSI data
regarding the current topology. To this end, we propose both black-box and
modular meta-learning techniques. Black-box meta-learning optimizes a
general-purpose adaptation procedure via (stochastic) gradient descent, while
modular meta-learning finds a set of reusable modules that can form components
of a solution for any new network topology. Numerical results validate the
benefits of meta-learning for power control problems over joint training
schemes, and demonstrate the advantages of modular meta-learning when data
availability is extremely limited.
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