Submitted:
24 October 2023
Posted:
25 October 2023
You are already at the latest version
Abstract
Keywords:
1. Introduction of Alzheimer’s Disease
2. Signal Processing
3. Common Techniques of Signal Processing
4. Fourier Transform for AD Detection
5. Time-Frequency Analysis for AD Detection
6. Statistical Signal Processing for AD Detection
7. Challenges of AD Detection
8. Conclusion
9. Future Research Directions
Funding
Data Availability Statement
Acknowledgment
Conflict of Interest
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| Techniques used in the field of signal processing | Advantages | Drawbacks |
| digital signal processing (DSP) |
|
|
| fast Fourier transform (FFT) |
|
|
| Neuroimaging technique | Advantages | Drawbacks |
| electroencephalography (EEG) | High temporal resolution: EEG is able to record brain electrical activity with a temporal resolution of milliseconds, which can capture the brain’s rapidly changing activity. Low cost and easy to operate: EEG devices are relatively inexpensive and simple to operate, allowing for a wide range of applications in laboratory and clinical Settings. Strong tolerance for movement: EEG is more tolerant of subjects’ head movements, which is suitable for situations where active participation or dynamic tasks are required. |
Limited spatial resolution: Because EEG signals are interfered with by the skull and tissues, their spatial resolution is low, making it difficult to accurately locate the source of brain activity. Subject to artifacts and noise: EEG is susceptible to eye movement, muscle activity, and other electromagnetic interference, which may produce artifacts and noise that require subsequent signal processing. Unable to directly observe brain structure: EEG can only reflect the electrical activity of the brain and cannot provide direct information about brain structure. |
| functional magnetic resonance imaging (fMRI) | High spatial resolution: fMRI can provide high spatial resolution and can accurately locate the region where brain activity occurs, which plays an important role in the study of brain function regions. Non-invasive: fMRI is a non-invasive imaging technology that does not require intervention by means of surgery or inserting probes, and is more suitable for clinical and human studies. Visualizing brain structure and functional connectivity: fMRI can provide detailed three-dimensional images of brain structure and reveal interactions between brain regions through functional connectivity analysis. |
Low temporal resolution: The temporal resolution of fMRI is usually in the second level and does not capture rapid changes in brain activity. High cost and complexity: fMRI equipment and operations are relatively expensive and complex, requiring highly trained and specialized operators. Sensitivity to motion: fMRI is very sensitive to the subject’s head movements, that is, even small movements can lead to distortion of imaging results. |
| Time-frequency analysis technique | Introduction |
| Short-Time Fourier Transform (STFT) | The Short-Time Fourier Transform (STFT) is a time-frequency analysis technique used to analyze non-stationary signals. It provides a way to examine the frequency content of a signal over short and successive time intervals. The main idea behind STFT is to divide the signal into shorter segments called windows and then perform Fourier Transform on each window individually. STFT uses a sliding window function to extract short sections of the signal, which are then transformed into the frequency domain using the Fourier Transform. By applying this transformation to overlapping windows of the signal, we obtain a time-frequency representation that reveals how the frequency content of the signal evolves over time. The resulting representation is often visualized as a spectrogram, which shows the varying intensity of different frequencies at different time points. |
| Wavelet Transform | Wavelet Transform is another time-frequency analysis technique commonly used to analyze non-stationary signals. Unlike the STFT, which uses fixed-sized windows, the wavelet transform uses variable-sized windows called wavelets. These wavelets have different shapes and scales, allowing for a more flexible analysis of signal features at different resolutions. Wavelet Transform decomposes a signal into a set of wavelet coefficients at different scales and positions. This decomposition allows us to capture both localized and global frequency information of the signal. Like STFT, Wavelet Transform can also produce a time-frequency representation, but it offers better localization in time and frequency compared to STFT. Wavelet Transform is particularly useful in analyzing signals with transient or rapidly changing characteristics, as it can provide detailed information about the time-varying behavior of different frequency components. |
| Spectrogram Analysis | Spectrogram analysis refers to the visualization of the time-frequency representation of a signal using techniques like the STFT or Wavelet Transform. A spectrogram provides a 2D representation of the signal’s frequency content over time, revealing how different frequencies contribute to the signal at different time points. In practice, a spectrogram is obtained by calculating the magnitude or power of the frequency components obtained from the STFT or Wavelet Transform and displaying it as a function of time and frequency. The resulting image shows the intensity of different frequencies at different time intervals, allowing us to identify patterns, changes, and relationships between various frequency components in the signal. |
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