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Computing with Coupled Dynamical Systems

机译:耦合动力系统计算

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摘要

While Boolean logic has been the backbone of information processing, there are computationally hard problems like optimization and associative computing wherein this conventional paradigm is fundamentally inadequate. This results in computational inefficacy, and motivates us to explore new pathways to their solution. In this talk, we introduce an experimental testbed comprising of compact coupled relaxation oscillator based dynamical system that exploits the insulatormetal transition in the correlated material, vanadium dioxide (VO2), to efficiently solve the approximate match between stored and input patterns. Our work is inspired by the understanding that associative computing finds a natural analogue in the energy minimization processes of parallel, coupled dynamical systems. Our work not only elucidates a physics-based computing method but also presents opportunities for building customized analog coprocessors for solving computationally hard problems efficiently.
机译:尽管布尔逻辑一直是信息处理的基础,但仍然存在诸如优化和关联计算之类的计算难题,其中这种常规范式从根本上来说是不够的。这导致计算效率低下,并促使我们探索解决方案的新途径。在本次演讲中,我们介绍了一个实验平台,该平台包括基于紧凑耦合松弛振荡器的动力学系统,该动力学系统利用了相关材料二氧化钒(VO2)中的绝缘体金属转变来有效地解决了存储模式与输入模式之间的近似匹配。我们的工作受到以下理解的启发:在并行耦合动力系统的能量最小化过程中,关联计算可以找到自然的类似物。我们的工作不仅阐明了基于物理学的计算方法,而且还为构建定制的模拟协处理器提供了机会,以有效解决计算难题。

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