For the networks that are linear conjugate to complex balanced systems, the delayed version may include two classes of networks: one class is still linear conjugate to the delayed complex balanced network, the other is not. In this paper, we prove the existence of the first class of networks, and emphasize the local asymptotic stability relative to a certain defined invariant set. For the second class of systems, we define a special subclass and derive the
Xiaoyu Zhang, Chuanhou Gao, & Dochain, D. (2022). On Stability of Two Kinds of Delayed Chemical Reaction Networks. IFAC Proceedings, 55(18), 14-20. https://hdl.handle.net/2078.5/164173 (Original work published 2022)