A new pooling approach based on zeckendorf’s theorem for texture transfer information
Faculty / School
School of Mathematics and Computer Science (SMCS)
Department
Department of Computer Science
Was this content written or created while at IBA?
Yes
Document Type
Article
Source Publication
Entropy
ISSN
1099-4300
Keywords
Deep learning, Fibonacci, Glioblastoma, Image representation, LBP, Pooling function, Segmentation, Zeckendorf theorem
Disciplines
Astrophysics and Astronomy | Computer Sciences | Databases and Information Systems | Electrical and Electronics | Engineering | Mathematics
Abstract
The pooling layer is at the heart of every convolutional neural network (CNN) contributing to the invariance of data variation. This paper proposes a pooling method based on Zeckendorf’s number series. The maximum pooling layers are replaced with Z pooling layer, which capture texels from input images, convolution layers, etc. It is shown that Z pooling properties are better adapted to segmentation tasks than other pooling functions. The method was evaluated on a traditional image segmentation task and on a dense labeling task carried out with a series of deep learning architectures in which the usual maximum pooling layers were altered to use the proposed pooling mechanism. Not only does it arbitrarily increase the receptive field in a parameterless fashion but it can better tolerate rotations since the pooling layers are independent of the geometric arrangement or sizes of the image regions. Different combinations of pooling operations produce images capable of emphasizing low/high frequencies, extract ultrametric contours, etc
Indexing Information
HJRS - W Category, Scopus, Web of Science - Science Citation Index Expanded (SCI)
Recommended Citation
Vigneron, V., Maaref, H., & Syed, T. Q. (2021). A new pooling approach based on zeckendorf’s theorem for texture transfer information. Entropy, 23 (3), 1-17. Retrieved from https://ir.iba.edu.pk/faculty-research-articles/88
Publication Status
Published
COinS