Abstract
This paper presents an efficient skull strip** method to improve the decision-making process. Extended Weiner filtering (EWF) is used for removing the noise and enhancing the quality of images. Further, laplacian lion optimization algorithm (LXLOA) is implemented. LXLOA utilizes the Otsu’s and Tsallis entropy fitness function to determine an optimal solution. The implemented LXLOA provides a threshold value required for performing the segmentation on the brain MRI images. The extracted features are selected using fuzzy weighted k-means embedding LDA (linear discriminant analysis) method for improving training of the classification model. The proposed LXLOA is extensively tested on standard benchmark functions CEC 2017 and outperforms the existing state-of-the-art algorithm. Rigorous statistical analysis is conducted to determine the statistical significance. Three-fold performance comparison is performed by considering (a) the quality of the segmented image; (b) accuracy, sensitivity, and specificity; and (c) computational cost of convergence for finding an optimal solution. Result reveals that LXLOA gives promising results and demonstrate effective outcomes on the standard quality measures (a) accuracy (97.37%); (b) sensitivity (85.8%); (c) specificity (90%); and (d) precision (91.92%).
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Abbreviations
- EWF:
-
Extended Weiner filter
- LXLOA:
-
Laplacian lion optimization algorithm
- WOA:
-
Whale optimization algorithm
- APSO:
-
Adaptive particle swarm optimization
- DE:
-
Differential evolution
- LOA:
-
Lion optimization algorithm
- ACSA:
-
Adaptive cuckoo search algorithm
- PSO:
-
Particle swarm optimization
- GWO:
-
Grey wolf optimization
- CSA:
-
Cuckoo search algorithm
- CSO:
-
Cat swarm optimization
- CNN:
-
Convolutional neural network
- IBSR:
-
Brain segmentation repository
- MRI:
-
Magnetic resonance imaging
- CT:
-
Computed tomography
- PSRN:
-
Peak signal-to-noise ratio
- SSIM:
-
Structural similarity index measure
- RMSE:
-
Root mean square error
- SVM:
-
Support vector machine
- ANN:
-
Artificial neural network
- LDA:
-
Linear discriminant analysis
- FKM:
-
Fuzzy weighted K-mean
- WHO:
-
World Health Organization
- 3-D:
-
3-Dimensional
- CT:
-
Computed tomography
- LB:
-
Lower bound
- UB:
-
Upper bound
- DIM:
-
Dimension
- GLCM:
-
Grey level co-occurrence matrices
- GLDM:
-
Grey level difference matrix
- CEC:
-
Congress on evolutionary computation
- \(K(x,y)\) :
-
Filter
- U(d, h):
-
Fourier transform of PSF (point spread function)
- \({P}_{s}\left(d,h\right)\) :
-
Power spectrum of the processed signal process
- \({P}_{n}\left(d,h\right)\) :
-
Power spectrum of processed noise
- \(SI\) :
-
Dispersion index
- \(\sigma\) :
-
Standard deviation
- \(\mu\) :
-
Mean
- EWF (x,y):
-
Extended wiener filter
- \({M}_{final}\) :
-
Fitness value
- \(\alpha\),\(\beta\) :
-
Random values ranging from 0 to 1
- \({M}_{Otsu}\) :
-
Otsu’s function
- \({M}_{Tsallis entropy}\) :
-
Tsallis entropy
- \({l}_{i}\) :
-
Laplacian distributed random ``number
- \(w\) :
-
Location
- \(q\) :
-
Scale parameter
- \({u}_{i}\),\({v}_{i}\) :
-
Distributed random numbers having range [0, 1]
- \({\mathrm{New}\_\mathrm{Cub}}_{M}\) :
-
Offspring (New cube)
- \({x}_{male}^{i}\) :
-
Male in pride
- \({x}_{female}^{i}\) :
-
Female in pride
- U:
-
Universal function
- K(x,y) :
-
Factor of features
- \({s}_{xk}\) :
-
Membership function showing the fuzzy cluster
- Wfb:
-
Fuzzy weighted k-means
- \({y}_{ie}\) :
-
Factor
- \({c}_{ke}\) :
-
Weighted mean
- \({f}_{ek}\) :
-
Weight of feature e for cluster k.
- \({m}_{xy}\) :
-
Weighted mean
- \({g}_{y}\) :
-
Sample of data belonging to y
- \({n}_{x}\) :
-
Count of data points reside in x
- g:
-
Relative distance from the cluster
- m:
-
Fuzzifier function
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Surbhi Vijh and Hari Mohan Pandey equally contributed to this work.
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Vijh, S., Pandey, H.M. & Gaurav, P. Brain tumor segmentation using extended Weiner and Laplacian lion optimization algorithm with fuzzy weighted k-mean embedding linear discriminant analysis. Neural Comput & Applic 35, 7315–7338 (2023). https://doi.org/10.1007/s00521-021-06709-w
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DOI: https://doi.org/10.1007/s00521-021-06709-w