Abstract
This paper proposes the transformation (Formula presented.), where S is a digital gray-level image and (Formula presented.) is a vector expressed through the textural space. The proposed transformation is denominated Vectorial Image Representation on the Texture Space (VIR-TS), given that the digital image S is represented by the textural vector (Formula presented.). This vector (Formula presented.) contains all of the local texture characteristics in the image of interest, and the texture unit (Formula presented.) entertains a vectorial character, since it is defined through the resolution of a homogeneous equation system. For the application of this transformation, a new classifier for multiple classes is proposed in the texture space, where the vector (Formula presented.) is employed as a characteristics vector. To verify its efficiency, it was experimentally deployed for the recognition of digital images of tree barks, obtaining an effective performance. In these experiments, the parametric value λ employed to solve the homogeneous equation system does not affect the results of the image classification. The VIR-TS transform possesses potential applications in specific tasks, such as locating missing persons, and the analysis and classification of diagnostic and medical images.
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Sánchez-Morales, M. E., Guillen-Bonilla, J. T., Guillen-Bonilla, H., Guillen-Bonilla, A., Aguilar-Santiago, J., & Jiménez-Rodríguez, M. (2024). Vectorial Image Representation for Image Classification. Journal of Imaging, 10(2). https://doi.org/10.3390/jimaging10020048
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