Business, Economics, and Management, California Institute of Technology, Pasadena, California 91125, United States.
Astrophysics, California Institute of Technology, Pasadena, California 91125, United States.
ACS Synth Biol. 2021 Nov 19;10(11):2878-2885. doi: 10.1021/acssynbio.1c00318. Epub 2021 Oct 8.
DNA-based neural networks are a type of DNA circuit capable of molecular pattern recognition tasks. Winner-take-all DNA networks have been developed to scale up the complexity of molecular pattern recognition with a simple molecular implementation. This simplicity was achieved by replacing negative weights in individual neurons with lateral inhibition and competition across neurons, eliminating the need for dual-rail representation. Here we introduce a new type of DNA circuit that is called loser-take-all: an output signal is ON if and only if the corresponding input has the smallest analog value among all inputs. We develop a DNA strand-displacement implementation of loser-take-all circuits that is cascadable without dual-rail representation, maintaining the simplicity desired for scalability. We characterize the impact of effective signal concentrations and reaction rates on the circuit performance, and derive solutions for compensating undesired signal loss and rate differences. Using these approaches, we successfully demonstrate a three-input loser-take-all circuit with nine unique input combinations. Complementary to winner-take-all, loser-take-all DNA circuits could be used for recognition of molecular patterns based on their least similarities to a set of memories, allowing classification decisions for patterns that are extremely noisy. Moreover, the design principle of loser-take-all could be more generally applied in other DNA circuit implementations including k-winner-take-all.
基于 DNA 的神经网络是一种能够进行分子模式识别任务的 DNA 电路。胜者全取(winner-take-all)DNA 网络已被开发出来,以通过简单的分子实现来提高分子模式识别的复杂性。这种简单性是通过在单个神经元中用侧向抑制和神经元之间的竞争代替负权重来实现的,从而无需采用双轨表示。在这里,我们引入了一种新型的 DNA 电路,称为败者全取(loser-take-all):如果并且仅当相应的输入具有所有输入中最小的模拟值时,输出信号才为 ON。我们开发了一种可级联的 DNA 链置换实现方法,无需双轨表示,从而保持了所需的可扩展性简单性。我们研究了有效信号浓度和反应速率对电路性能的影响,并为补偿不理想的信号损失和速率差异提供了解决方案。通过使用这些方法,我们成功地展示了一个具有 9 个独特输入组合的三输入败者全取电路。与胜者全取互补,败者全取 DNA 电路可用于根据与一组记忆体的最小相似性来识别分子模式,从而允许对极噪模式进行分类决策。此外,败者全取的设计原则可以更普遍地应用于其他 DNA 电路实现,包括 k-胜者全取。