Abstract

To address the hardware and/or software implementation issues of principal component regression (PCR), we propose a novel algorithm called compressed PCR (C–PCR). C–PCR projects the input data to a lower dimensional space first, and then applies the compressed data to a significantly smaller PCR engine. We show that C–PCR can lower the computational complexity of PCR with a factor of compression ratio (CR) squared, i.e., CR2. Moreover, the output signal of C–PCR follows that of PCR with a small error, which increases with CR, when the projections are random. Using datasets of prerecorded brain neurochemicals, we experimentally show that C–PCR can achieve CRs as high as ~ 10. As far as hardware implementation is concerned, the experimental results show that reduction rates of 32% to 45% in different FPGA resources can be achieved using C–PCR.

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