Compensation-Balanced Recurrent Neural Architecture Based on Nonlinear Spiking Neural Membrane Systems.

IF 6.4
International journal of neural systems Pub Date : 2027-03-01 Epub Date: 2026-08-31 DOI:10.1142/S0129065727500213
Jun Fu, Hong Peng, Bing Li, Ziyin Zhou
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引用次数: 0

Abstract

Nonlinear spiking neural P (NSNP) systems offer a biologically inspired framework for modeling nonlinear temporal dynamics via spike consumption and generation. Existing NSNP-based recurrent architectures, such as the long short-term memory model inspired from spiking neural P systems (LSTM-SNP), primarily rely on implicit gating mechanisms and lack explicit state correction during recurrent propagation, which can lead to unstable state evolution and excessive information decay in long-term temporal modeling. To address this limitation, a compensation-balanced LSTM-SNP (CBLSTM-SNP) architecture is proposed. The model introduces a compensation-driven regulation mechanism, comprising a regulation branch and an adaptive compensation branch, to dynamically adjust hidden state evolution. From a nonlinear dynamical systems perspective, CBLSTM-SNP establishes a balanced recurrent state transition integrating memory preservation, nonlinear spike processing, and adaptive state restoration. Theoretical analysis confirms the boundedness and Lipschitz continuity of the proposed recurrent dynamics. Empirical evaluations on five benchmark time series datasets demonstrate that CBLSTM-SNP produces smoother hidden state trajectories and achieves comparable forecasting performance compared with several representative recurrent and hybrid models.

基于非线性脉冲神经膜系统的补偿平衡递归神经结构。
非线性尖峰神经P (NSNP)系统提供了一个生物学启发的框架,通过尖峰消耗和产生来建模非线性时间动力学。现有的基于nsnp的循环结构,如受尖峰神经P系统启发的长短期记忆模型(LSTM-SNP),主要依赖于隐式门控机制,并且在循环传播过程中缺乏显式的状态校正,这可能导致长期时间建模中状态演化不稳定和信息衰减过度。为了解决这一限制,提出了一种补偿平衡的LSTM-SNP (CBLSTM-SNP)结构。该模型引入补偿驱动的调节机制,包括调节分支和自适应补偿分支,对隐藏状态的演化进行动态调节。从非线性动态系统的角度来看,CBLSTM-SNP建立了一个平衡的循环状态转换,集成了记忆保存、非线性尖峰处理和自适应状态恢复。理论分析证实了所提出的循环动力学的有界性和Lipschitz连续性。对5个基准时间序列数据集的实证评估表明,CBLSTM-SNP产生了更平滑的隐藏状态轨迹,与几种具有代表性的循环模型和混合模型相比,具有相当的预测性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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