عنوان المقالة:التشكل الرياضي الجبري النيوتروسوفيكي Neutrosophic Algebraic Mathematical Morphology
أ.د. أحمد سلامة | Prof. Dr. Ahmed Salama | 10540
نوع النشر
مقال علمي
المؤلفون بالعربي
أحمد سلامة و أخرون
المؤلفون بالإنجليزي
Salama A.A.; ElGhawalby, Hewayda; Khalid, Huda E.;Essa, Ahmed K.; Mohammed, Ahmed A
الملخص الانجليزي
In this paper, we introduce and study the NeutroAlgebra structure and many of operations and properties of the mathematical morphology. This is a generalization of the operations of fuzzy and classical mathematical morphology. An explanation of the new given operations is provided through several examples and experimental results. Since mathematical morphology deals with forms and is used in image processing, we consider in this research the Indeterminate Image (i.e. image with missing, unclear, or overlapping pixels), whose basic morphological operator’s dilation, erosion, opening and closing transform an indeterminate image into another indeterminate image. Therefore, in fact, we deal with neutro-dilation, neutro-erosion, neutro-opening and neutro-closing. For a determinate image (i.e. image with no indeterminacy), the classical morphological operators transform it also into a determinate image, while the neutro-morphological operators into an indeterminate image. All work from below is available for both the indeterminate and determinate image. © (2023) All Rights Reserved.
تاريخ النشر
12/11/2023
الناشر
Neutrosophic Sets and Systems
رقم المجلد
61
رقم العدد
ISSN/ISBN
2331-6055
رابط DOI
10.5281/zenodo.10428640
الصفحات
426 - 464
رابط خارجي
https://www.scopus.com/record/display.uri?eid=2-s2.0-85183163745&origin=resultslist
الكلمات المفتاحية
Mathematical Morphology; Neutro-Morphological Operators; Neutrosophic Crisp Mathematical Morphology; Neutrosophic Crisp Sets; Neutrosophic Fuzzy Mathematical Morphology; Neutrosophic Fuzzy Set
رجوع