Kniha Kernel based Fuzzy Clustering for Robust Image Segmentation Prabhjot Kaur

Kernel based Fuzzy Clustering for Robust Image Segmentation

A Review and Comparison

Jazyk: Angličtina
Väzba: Brožovaná
Dostupnosť: U vydavateľa na objednávku
Odosielame za 17-27 dní
48.41
The goal of image segmentation is partitioning of an image into a set of disjoint regions with unifo...

Informácie o knihe

Jazyk
Angličtina
Väzba
Kniha - Brožovaná
Vydalo
2012
Stránok
116
EAN
9783659281600
Enbook ID
06983642
Hmotnosť
189
Rozmery
150 x 220 x 7

Kompletný popis

The goal of image segmentation is partitioning of an image into a set of disjoint regions with uniform and homogeneous attributes such as intensity, color, tone etc. Image Segmentation plays an important role in a variety of applications like robot vision, object recognition, pattern recognition, image segmentation etc. Real digital Images generally contain unknown noise and considerable uncertainty. Although the Fuzzy C Means (FCM) algorithm functions well on noiseless images but it fails to segment images when corrupted with noise. To overcome this problem this book discussed well-known kernel methods that have been applied for noisy image segmentation. This book analysed the performance of the four algorithms FCM, Kernelized FCM (KFCM), Kernelized Intuitionistic FCM (KIFCM), Kernelized Type-2 FCM (K2FCM) with four synthetic images in noiseless case as well as when the images are corrupted with salt & pepper and Gaussian noise. The four algorithms are studied and analysed both qualitatively and quatitatively.

Mohlo by vás zaujímať

67.33
5.68
29.98

Heads Up

Eane Huff MS
15.18
13.52

Shakespeare

Judi Dench
12.05

Few Are Chosen

James Steimle
14.20
37.04

Why You Are Not Rich

Jacob Thandanani Khuzwayo
14.50

Services in the Global Market

Jacques A.E. Nusbaumer
105.95
17.63
194.46

How to Live on Mars

Robert Zubrin
14.89

Zákazníci, ktorí si kúpili túto knihu, kúpili tiež

Sistema di gestione della biblioteca

Jagadish Joghalli Rangaiah
43.12
18.12
16.46

Pedagogia

José Bajaña Góngora
34.59
79.98
13.42