EEG Signal Processing and Machine Learning. Saeid Sanei
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Название: EEG Signal Processing and Machine Learning

Автор: Saeid Sanei

Издательство: John Wiley & Sons Limited

Жанр: Программы

Серия:

isbn: 9781119386933

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СКАЧАТЬ brain region when there is no attention, the beta wave appears frontally and parietally with low amplitude during attention and concentration, and gamma for stressed brain under heavy workload.

      1 Have a wide frequency range or appear as spiky type signals such as K‐complexes, vertex waves (which happen during sleep), or a breach rhythm, which is an alpha‐type rhythm due to cranial bone defect [7], which does not respond to movement, and is found mainly over the midtemporal region (under electrodes T3 or T4), and some seizure signals.

      2 Be a transient such as an event‐related potential (ERP) and contain positive occipital sharp transient (POST) signals (also called rho [ρ]) waves.

      3 Originate from the defected regions of the brain such as tumoural brain lesions.

      4 Be spatially localized and considered as cyclic in nature, but can be easily blocked by physical movement such as mu rhythm. Mu denotes motor and is strongly related to the motor cortex. Rolandic (central) mu is related to posterior alpha in terms of amplitude and frequency. However, the topography and physiological significance are quite different. From the mu rhythm one can investigate the cortical functioning and the changes in brain (mostly bilateral) activities subject to physical and imaginary movements. The mu rhythm has also been used in feedback training for several purposes such as treatment of epileptic seizure disorder [1].

      1 Phi (φ) rhythm (less than 4 Hz) occurring within two seconds of eye closure. The phi rhythm was introduced by Daly [3].

      2 The kappa (κ) rhythm, which is an anterior temporal alpha‐like rhythm and it is believed to be the result of discrete lateral oscillations of the eyeballs and is considered to be an artefact signal.

      3 The sleep spindles (also called sigma [σ] activity) within the 11–15 Hz frequency range.

      4 Tau (τ) rhythm which represents the alpha activity in the temporal region.

      5 Eyelid flutter with closed eyes which gives rise to frontal artefacts in the alpha band.

      6 Chi rhythm is a mu‐like activity believed to be a specific rolandic pattern of 11–17 Hz. This wave has been observed during the course of Hatha Yoga exercises [8].

      7 Lambda (λ) waves are most prominent in waking patients, although they are not very common. They are sharp transients occurring over the occipital region of the head of walking subjects during visual exploration. They are positive and time‐locked to saccadic eye movement with varying amplitude, generally below 90 μV [9].

      Often it is difficult to understand and detect the brain rhythms from the scalp EEGs even with trained eyes. Application of advanced signal processing tools, however, should enable separation and analysis of the desired waveforms from within the EEGs. Therefore, definition of foreground and background EEG is very subjective and entirely depends on the abnormalities and applications. We next consider the development in the recording and measurement of EEG signals.

      An early model for the generation of brain rhythms is that of Jansen and Rit [10]. This model uses a set of parameters to produce alpha activity through an interaction between inhibitory and excitatory signal generation mechanisms in a single area. The basic idea behind these models is to make excitatory and inhibitory populations interact such that oscillations emerge. This model was later modified and extended to generate and emulate the other main brain rhythms, i.e. delta, theta, beta, and gamma, too [11]. The assumptions and mathematics involved in building the Jansen model and its extension are explained in this chapter. Application of such models in generation of post‐synaptic potentials and using them as the template to detect, separate, or extract ERPs is of great importance. In Chapter 3 of this book, we can see the use of such templates in the extraction of the ERPs.

Schematic illustration of different waveforms that may appear in the EEG while awake or during sleep periods.

      Functional and physiological changes within the brain may be registered by either EEG, MEG, or fMRI. Application of fMRI is however very limited in comparison with EEG or MEG due to a number of important reasons:

      1 The time resolution of fMRI image sequences is very low (for example approximately two frames per second), whereas complete EEG bandwidth can be viewed using EEG or MEG signals.

      2 Many types of mental activities, brain disorders, and mal functions of the brain cannot be registered using fMRI since their effect on the level of oxygenated blood is low.

      3 The accessibility to fMRI (and currently to MEG) systems is limited and costly.

      4 The spatial resolution of EEG however, is limited to the number of recording electrodes (or number of coils for MEG).

      The first electrical neural activities were registered using simple galvanometers. In order to magnify very fine variations of the pointer a mirror was used to reflect the light projected to the galvanometer on the wall. The d'Arsonval galvanometer later featured a mirror mounted on a movable coil and the light focused on the mirror was reflected when a current passed the coil. The capillary electrometer was introduced by Marey and Lippmann [12]. The string galvanometer, as a very sensitive and more accurate measuring instrument, was introduced by Einthoven in 1903. This became a standard instrument for a few decades and enabled photographic recording.

      More recent EEG systems consist of a number of delicate electrodes, a set of differential amplifiers (one for each channel) followed by filters [9], and needle (pen) type registers. The multichannel EEGs could be plotted on plane paper or paper with a grid. Soon after this system came to the market, researchers started looking for a computerized system, which could digitize and store the signals. Therefore, to analyze EEG signals it was soon understood that the signals must be in digital form. This required sampling, quantization, and encoding of the signals. As the number of electrodes grows the data volume, in terms of the number of bits, increases. The computerized systems allow variable settings, stimulations, and sampling frequency, and some are equipped with simple or advanced signal processing tools for processing the signals.

      The conversion from analogue‐to‐digital СКАЧАТЬ