Quaternion-Based Sparse Image Processing

1. Quaternion-Sparse based image processing: Applications, benefits and future challenge<br>2. Technical challenges in using quaternion complex algebra for multimodal and Multispectral image processing<br>3. Quaternion differential equations for multimodal and multispectral color image processing<br>4. Quaternion cooler sparse representations for image processing: a technical review<br>5. Quaternion sparse matrix optimization<br>6. Collaborative and sparse representation of color image processing<br>7. Robust sparse representation in quaternion space for multimodal image processing<br>8. Sparse representation-based regularization for multimodal and multispectral image processing<br>9. Fusion of multimodal, multispectral image processing using Quaternion Principal Component Analysis<br>10. Experimental evaluation and validation of different variants of PCA on quaternion multispectral imaging<br>11. Quaternion wavelet transformation for image processing: application, benefits and future challenges<br>12. Discrete wavelet transformation on quaternion space<br>13. De-noising in color images using quaternion discrete wavelet transformation<br>14. Fundamentals of hypercomplex Fourier transform in quaternion space<br>15. Application of Hypercomplex Fourier transform in quaternion space for skin image classification<br>16. Quaternion neural network types of application, benefits and future challenges for multispectral image processing<br>17. Quaternion neural network for geometrical operators in high dimensional quaternion space<br>18. Image dehazing using quaternion complex algebra-based neural networks<br>19. Classification of multispectral imaging using quaternion convolution neural network<br>20. Phasor quaternion neural network for multimodal image processing