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Biomechatronic Applications of Brain-Computer Interfaces     141


              responses to specific cortical regions (Naseer and Hong, 2015; Lloyd-Fox
              et al., 2010). When measured properly, the fNIRS signal closely correlates
              with the blood oxygen level dependent (BOLD) signal from functional
              magnetic resonance imaging (Huppert et al., 2006), but can be measured
              with relatively simple, portable hardware.


              1.3.1 fNIRS Paradigms
              The most common fNIRS paradigm is to measure mental workload using
              methods similar to EEG: fNIRS of the prefrontal cortex is recorded over
              1–5min, different features are extracted from it, and classification algorithms
              are used to translate the features into different levels of workload (Naseer and
              Hong, 2015; Girouard et al., 2013). Less commonly, it is also possible to use
              fNIRS to measure motor imagery—using multiple fNIRS channels over the
              human motor cortex allows observation of distinctly different hemodynamic
              responses to, for example, imagery of the left hand and the right hand
              (Naseer and Hong, 2015; Sitaram et al., 2007).


              1.3.2 Signal Processing and Pattern Recognition
              Regardless of the paradigm, fNIRS signals still contain various types of noise
              that are not related to brain activity. These are commonly reduced by
              preprocessing the optical density signals before converting them into oxygen
              saturation signals, and can be roughly divided into instrumental noise (e.g.,
              instrumental degradation), experimental error (e.g., sudden head motions),
              and physiological noise (e.g., effects of heartbeat and respiration on blood
              pressure fluctuations) (Naseer and Hong, 2015). Some of these (e.g.,
              high-frequency instrumental noise) can be removed using simple bandpass
              filters while others require more advanced methods such as principal/inde-
              pendent component analysis or adaptive filtering (Naseer and Hong, 2015).
                 After noise removal, it is common to convert the optical density signals
              into oxygen saturation signals via the modified Beer-Lambert law, then
              extract different features from the oxygen saturation signals as a basis for pat-
              tern recognition (Naseer and Hong, 2015). The most frequently used fea-
              tures are those related to the signal shape (signal mean, signal slope, signal
              variance, skewness, kurtosis, zero crossing rate, etc.) though more advanced
              feature extraction methods such as wavelet transforms have been used with
              some success (Naseer and Hong, 2015). These features are then input into
              standard classification algorithms such as linear discriminant analysis, support
              vector machines, and artificial neural networks (Naseer and Hong, 2015).
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