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Multi-state sequential Boolean networks: An analysis of its combinatorial dynamics
Applied Mathematics and Computation ( IF 3.5 ) Pub Date : 2024-11-08 , DOI: 10.1016/j.amc.2024.129115 Juan A. Aledo, Jose P. Llano, Jose C. Valverde
Applied Mathematics and Computation ( IF 3.5 ) Pub Date : 2024-11-08 , DOI: 10.1016/j.amc.2024.129115 Juan A. Aledo, Jose P. Llano, Jose C. Valverde
Multi-state Boolean networks model the behavior of interrelated (non-binary) Boolean entities over time. These networks can be used in several contexts, and extend the usual (simpler) binary-state Boolean networks. Leveraging the established knowledge of binary-state Boolean networks, we explore the dynamics of sequential multi-state Boolean networks, where their entities or nodes have states which belong to a (general) Boolean algebra with more than two elements and whose updates are determined in an specific order. This study contributes to the advancement of multi-state Boolean networks, enriching their theoretical knowledge and practical utility.
中文翻译:
多态顺序布尔网络:组合动力学分析
多状态布尔网络对相互关联(非二进制)布尔实体随时间的行为进行建模。这些网络可以在多个上下文中使用,并扩展通常的(更简单的)二进制状态布尔网络。利用二进制状态布尔网络的既定知识,我们探索了顺序多状态布尔网络的动力学,其中它们的实体或节点具有属于具有两个以上元素的(一般)布尔代数的状态,并且其更新是按特定顺序确定的。本研究有助于多态布尔网络的发展,丰富了它们的理论知识和实际实用性。
更新日期:2024-11-08
中文翻译:
多态顺序布尔网络:组合动力学分析
多状态布尔网络对相互关联(非二进制)布尔实体随时间的行为进行建模。这些网络可以在多个上下文中使用,并扩展通常的(更简单的)二进制状态布尔网络。利用二进制状态布尔网络的既定知识,我们探索了顺序多状态布尔网络的动力学,其中它们的实体或节点具有属于具有两个以上元素的(一般)布尔代数的状态,并且其更新是按特定顺序确定的。本研究有助于多态布尔网络的发展,丰富了它们的理论知识和实际实用性。