Publication result detail

Delay-aware evolutionary optimization of digital circuits

KOCNOVÁ, J.; VAŠÍČEK, Z.

Original Title

Delay-aware evolutionary optimization of digital circuits

English Title

Delay-aware evolutionary optimization of digital circuits

Type

Paper in proceedings (conference paper)

Original Abstract

In the recent years, machine learning techniques
have successfully been applied in various areas of digital circuit
design including logic synthesis. Evolutionary resynthesis, among
others, represents one of the machine learning approaches. This
technique is based on local iterative optimization of parts of
the original circuit. Even though the local optimization could
be inefficient compared to the optimization conducted on the
whole circuits, it has been shown that the resynthesis performs
extremely well. It produces more compact solutions compared
to the state-of-the art synthesis methods. In addition, it scales
significantly better compared to the evolutionary optimization
performed at the level of the original circuit. The previous methods
have been focused solely on the optimization of the number
of gates. In this paper, we analyse how the local optimization
affects the delay of the resulting circuits and based on that, we
propose a modified approach that considers the delay in the
course of the optimization process. The proposed modification
enables to maintain the delay of the optimized circuit at a
reasonable level without a significant overhead. The evaluation
conducted on a set of non-trivial highly optimized benchmark
circuits representing various real-world circuits demonstrated
that the proposed method is able to remove a significant number
of gates while preserving the delay within the requested bounds.

English abstract

In the recent years, machine learning techniques
have successfully been applied in various areas of digital circuit
design including logic synthesis. Evolutionary resynthesis, among
others, represents one of the machine learning approaches. This
technique is based on local iterative optimization of parts of
the original circuit. Even though the local optimization could
be inefficient compared to the optimization conducted on the
whole circuits, it has been shown that the resynthesis performs
extremely well. It produces more compact solutions compared
to the state-of-the art synthesis methods. In addition, it scales
significantly better compared to the evolutionary optimization
performed at the level of the original circuit. The previous methods
have been focused solely on the optimization of the number
of gates. In this paper, we analyse how the local optimization
affects the delay of the resulting circuits and based on that, we
propose a modified approach that considers the delay in the
course of the optimization process. The proposed modification
enables to maintain the delay of the optimized circuit at a
reasonable level without a significant overhead. The evaluation
conducted on a set of non-trivial highly optimized benchmark
circuits representing various real-world circuits demonstrated
that the proposed method is able to remove a significant number
of gates while preserving the delay within the requested bounds.

Keywords

Logic optimization, Cartesian Genetic Program-
ming, Evolutionary Resynthesis

Key words in English

Logic optimization, Cartesian Genetic Program-
ming, Evolutionary Resynthesis

Authors

KOCNOVÁ, J.; VAŠÍČEK, Z.

RIV year

2025

Released

11.07.2022

Publisher

IEEE Computer Society

Location

Nicosia, Cyprus

ISBN

978-1-6654-6605-9

Book

Proceedings of IEEE Computer Society Annual Symposium on VLSI, ISVLSI

Pages from

188

Pages to

193

Pages count

6

BibTex

@inproceedings{BUT178169,
  author="Jitka {Kocnová} and Zdeněk {Vašíček}",
  title="Delay-aware evolutionary optimization of digital circuits",
  booktitle="Proceedings of IEEE Computer Society Annual Symposium on VLSI, ISVLSI",
  year="2022",
  pages="188--193",
  publisher="IEEE Computer Society",
  address="Nicosia, Cyprus",
  doi="10.1109/ISVLSI54635.2022.00045",
  isbn="978-1-6654-6605-9"
}