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25 August 2006 Interconnection scheme for networks of online modules
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In this paper we propose an interconnection scheme to compute any unfactored arithmetic expression as a network of online modules. This is accomplished through mapping the expression to a doubly-linked hypercube network of online units. The mapping algorithm guarantees a maximum dilation of 2, with unit load, and conjectures that any arbitrary unfactored expression can be mapped to the proposed architecture with a small delay overhead. The proposed architecture requires no form of reconfiguration to accomplish the mapping, providing us with an efficient way to compute any network of online operations.
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Pouya Dormiani and Miloš D. Ercegovac "Interconnection scheme for networks of online modules", Proc. SPIE 6313, Advanced Signal Processing Algorithms, Architectures, and Implementations XVI, 631308 (25 August 2006);

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