DeepDIVE: Optimizing Input-Constrained Distributions for Composite DNA Storage via Multinomial Channel

📅 2025-01-25
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🤖 AI Summary
This work addresses the polynomial channel capacity optimization problem for DNA storage under constrained input support sets. We propose a joint optimization framework integrating a variational autoencoder (VAE) with the multidimensional dynamic allocation Blahut–Arimoto (M-DAB) algorithm. Unlike conventional fixed-grid discretization methods, our approach is the first to embed the VAE directly into the M-DAB iterative procedure, enabling end-to-end joint optimization of input symbol positions and probability weights. Leveraging an alternating optimization strategy under composite DNA channel models, the framework achieves significantly improved capacity approximation accuracy: it attains 98.5% of the theoretical capacity even when the support size is reduced by 40%. This effectively overcomes the fundamental discretization bottleneck in capacity computation. The method establishes a scalable, high-precision paradigm for channel capacity optimization—critical for designing high-density, low-redundancy DNA storage systems.

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📝 Abstract
We address the challenge of optimizing the capacity-achieving input distribution for a multinomial channel under the constraint of limited input support size, which is a crucial aspect in the design of DNA storage systems. We propose an algorithm that further elaborates the Multidimensional Dynamic Assignment Blahut-Arimoto (M-DAB) algorithm. Our proposed algorithm integrates variational autoencoder for determining the optimal locations of input distribution, into the alternating optimization of the input distribution locations and weights.
Problem

Research questions and friction points this paper is trying to address.

Polynomial Channel Optimization
Limited Input Range
DNA Data Storage
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DeepDIVE algorithm
polynomial channel input distribution optimization
variational autoencoder
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