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Crossing intuitionistic KU-ideals on KU-algebras as an extension of bipolar fuzzy sets
Samy M. Mostafa,Ehab f.Adb-elfattah,Mostafa A. Hassan,Young Bae Jun,허걸 원광대학교 기초자연과학연구소 2021 ANNALS OF FUZZY MATHEMATICS AND INFORMATICS Vol.22 No.3
The concept crossing intuitionistic structures set is combination of intuitionistic fuzzy set and $N$- function. In this paper, the concept crossing intuitionistic $KU$-ideals are introduced and several properties are investigated. Also, the relations between crossing intuitionistic $KU$-ideals and crossing intuitionistic ideals are given. The image and the pre-image of crossing intuitionistic $KU$-ideals under homomorphism of $KU$-algebras are defined and how the image and the pre-image of crossing intuitionistic KU-ideals under homomorphism of KU-algebras become crossing intuitionistic $KU$-ideals are studied. Moreover, the Cartesian product of crossing intuitionistic $KU$-ideals in Cartesian product $KU$-algebras is established.
Plasmonic-Multichromatic Sensor for Gallic Acid Assay Utilizing Ag-Coated Au Nanobipyramids
Mostafa Mohamed H.,Shaban Samy M.,Hafez Eslam,Shin Jihoon,김동환 한국바이오칩학회 2023 BioChip Journal Vol.17 No.4
Gallic acid (GA) is known for its valuable properties as an antioxidant, anti-cancer, and anti-mutagenic compound, making its detection in foods and drugs of paramount importance. In this research, we introduce a novel multichromatic sensor for GA detection, which employs the controlled growth of silver nanoparticles (AgNPs) on the surface of gold nanobipyramids (AuNBPs). The sensor exploits GA's capability to reduce AgNO 3, resulting in the growth of AgNPs and a subsequent blue shift of localized surface plasmon resonance (LSPR) as large as 195 nm. This unique multicolor response ranges from light gray to green, blue–violet, and pink, allowing for distinctive visual identifi cation of GA concentrations. The sensor's performance demonstrates a wide dynamic range of 0–175 μM, and a detection limit (LOD) as low as 0.139 μM. Notably, the applicability of this multichromic plasmonic probe was successfully tested for GA assay in both Black and Green tea, showcasing highly satisfactory recovery effi ciencies and affi rming its potential for food quality control applications. The presented multichromatic sensor off ers a promising approach for rapid and sensitive GA detection in various food and pharmaceutical products, enhancing the monitoring and assessment of GA content for improved product quality and safety.
Crossing octahedron sets and their applications to Q-algebras
Samy M. Mostafa,S. H. Han,Ehab F. Adb-elfattah,Mostafa A. Hassan,허걸,백종일 원광대학교 기초자연과학연구소 2022 ANNALS OF FUZZY MATHEMATICS AND INFORMATICS Vol.23 No.2
A crossing octahedron set is composed of three components : interval-valued fuzzy set, intuitionistic fuzzy set and negative-valued function. In this paper, we first introduce the concept of crossing octahedron set and investigate its properties. Further, we define a crossing octahedron Q-ideal, Q-subalgebra and BCK-ideal of a Q-algebra, and we deal with their relationships. In addition, the homomorphic images and pre-images of a crossing octahedron Q-ideal are also studied. Related properties of crossing octahedron Q-ideals are explored and discussed. Finally, the Cartesian product of two crossing octahedron Q-ideals is investigated.
(ᾶ, α)-crossing cubic QS-ideal of QS-algebra
Samy M. Mostafa,이정곤,전영배,허걸,Christeen Karam Sorour Ebid 원광대학교 기초자연과학연구소 2022 ANNALS OF FUZZY MATHEMATICS AND INFORMATICS Vol.24 No.1
As an extension of bipolar-valued fuzzy sets, the notion of (ᾶ, α)-crossing cubic QS-ideals of a QS-algebra is introduced, and several related properties are investigated. Characterizations of (ᾶ, α)-crossing cubic QS-ideal in QS-algebras are established. The relations between (ᾶ, α)-crossing cubic subalgebras and (ᾶ, α)-crossing cubic QS-ideals of a QS-algebras are studied. Moreover, the homomorphic image (pre-image) of (ᾶ, α)-crossing cubic QS-ideal of a QS-algebra under a homomorprhism of QS-algebras is discussed.
Samy M. Mostafa,Ola W. Abd El-Baseer,D. L. Shi,Amany M. Menshawy,Kul Hur 원광대학교 기초자연과학연구소 2024 ANNALS OF FUZZY MATHEMATICS AND INFORMATICS Vol.27 No.2
A picture fuzzy set is one of the generalizations of Atanassove's (IFSs) fuzzy set. Under this environment, in this manuscript, we familiarize a new type of extensions of fuzzy sets called cubic root fuzzy sets (briefly, $\sqrt[3]{\cdot}$-Fuzzy sets) and Fermatean fuzzy sets to contrast $(3,3,\sqrt[3]{\cdot})$-picture sets. We introduce the notion of $(3,3,\sqrt[3]{\cdot})$-picture fuzzy $BCC$-ideals of $BCC$-algebras. After then, we study the homomorphic image and inverse image of $(3,3,\sqrt[3]{\cdot})$-picture fuzzy $BCC$-ideals under homomorphism of $BCC$-algebras. Moreover, the Cartesian product of $(3,3,\sqrt[3]{\cdot})$-picture fuzzy $BCC$-ideals of $BCC$-algebras is given. Finally, we introduce the concept of correlation for $(3,3,\sqrt[3]{\cdot})$-picture fuzzy sets, which is a new extension of the correlation of Atanassove's IFSs and investigated several properties.
Dokdo commutative ideals of BCK-algebras
이정곤,Samy M. Mostafa,허걸,전영배 원광대학교 기초자연과학연구소 2022 ANNALS OF FUZZY MATHEMATICS AND INFORMATICS Vol.23 No.1
The purpose of this paper is to study by applying Dokdo structure to commutative ideal in BCK-algebras. The notion of Dokdo commutative ideal is introduced, and their properties are investigated. The relationship between Dokdo ideal and Dokdo commutative ideal is discussed. Example to show that a Dokdo ideal may not be a Dokdo com- mutative ideal is provided, and then the conditions under which a Dokdo ideal can be a Dokdo commutative ideal are explored. Conditions for a Dokdo structure to be a Dokdo commutative ideal are provided, and char- acterizations of a Dokdo commutative ideal are displayed. Finally, the extension property for a Dokdo commutative ideal is established.
Role of Krebs von den Lungen-6 (KL-6) in Assessing Hypersensitivity Pneumonitis
( Amira Ismail Mostafa ),( Ayman Elsayed Salem ),( Heba Allah Moussa Ahmed ),( Aml Ibrahim Bayoumi ),( Radwa M. Abdel Halim ),( Rasha M. Abdel Samie ) 대한결핵 및 호흡기학회 2021 Tuberculosis and Respiratory Diseases Vol.84 No.3
Background: Hypersensitivity pneumonitis (HP) is an increasingly recognized form of diffuse parenchymal lung disease. Krebs von den Lungen-6 (KL-6) is now classified as a human MUC1 mucin protein, and regenerating type II pneumocytes are the primary cellular source of KL-6/MUC1 in the affected lungs of patients with interstitial lung diseases (ILD). Serum KL-6/MUC1 levels have been demonstrated to be useful for the evaluation of various ILD. To determine the role of circulating KL-6 in evaluating the disease activity and management of HP. Methods: An observational cross-sectional study was conducted on 51 patients with HP and 20 healthy controls. Serum KL-6 levels were measured in both groups. Patients were further assessed based on chest high-resolution computed tomography (HRCT), pulmonary function test, 6-minute walk test, echocardiography, bronchioalveolar lavage, and/or transbronchial biopsy. Patients were divided into the fibrotic and non-fibrotic groups according to the HRCT findings. Results: The median serum KL-6 levels were significantly higher in HP patients as compared to the control group. The median serum KL-6 levels were found to be higher in the non-fibrotic HP group (1,900 IU/mL) as compared to the fibrotic group (1,200 IU/mL). There was a significant inverse correlation between serum KL-6 serum level and the dose of steroids as well as the duration of steroid therapy. Conclusion: The presence of higher KL-6 levels in the non-fibrotic HP group implies its enhanced production by regenerating pneumocytes in response to alveolar injury. The significant association between serum KL-6 levels and the dose and the duration of steroid therapy emphasizes the significant role of steroids in the stabilization of the disease.
J. I. Baek,Samy M. Mostafa,S. H. Han,Fatema. F. Kareem,K.Hur 원광대학교 기초자연과학연구소 2024 ANNALS OF FUZZY MATHEMATICS AND INFORMATICS Vol.27 No.1
In this paper, we introduce the concepts of positive implicative [resp. implicative and commutative] $\Gamma$-$KU$-algebras, and obtain their some properties (including characterizations) respectively and some relationships among them. Next, we propose the notions of positive implicative [resp. implicative and commutative] $\Gamma$-ideals of a $\Gamma$-$KU$-algebra, and deal with their some properties (including characterizations) respectively and some relationships among them. Finally, we define a topological $\Gamma$-$KU$-algebra and discuss its various topological structures.
Correlation coefficient between intuitionistic single-valued neutrosophic sets and its applications
백종일,Sang Hyeon Han,Samy M. Mostafa,허걸 원광대학교 기초자연과학연구소 2022 ANNALS OF FUZZY MATHEMATICS AND INFORMATICS Vol.23 No.1
In this paper, we redefine an intuitionistic neutrosophic set and study some of its properties. Next, we newly define the correlation coefficient and the cosine similarity measure based on intuitionistic neutrosophic sets and deal with some of their properties. Finally, by using the correlation coefficient and the cosine similarity measure which we propose, we propose an algorithms solving decision-making problems and give examples.
Ola W. Abd El-Baseer,Jeong Gon Lee,Young Bae Jun,Amany M. Menshawy,Kul Hur,Samy M. Mostafa 원광대학교 기초자연과학연구소 2023 ANNALS OF FUZZY MATHEMATICS AND INFORMATICS Vol.25 No.1
In this paper, the concepts of cubic Pythagorean $KU$-ideals are introduced and several properties are investigated. Also, relations between cubic Pythagorean $KU$-ideals and cubic Pythagorean ideals are given. The pre-image of cubic Pythagorean $KU$-ideals under homomorphism of $KU$-algebras are defined and how the pre-image of cubic Pythagorean $KU$-ideals under homomorphism of $KU$-algebras become cubic Pythagorean $KU$-ideal are studied. Moreover, the Cartesian product of cubic Pythagorean $KU$-ideals in Cartesian product $KU$-algebras is given. Finally, novel new correlation coefficient between two cubic Pythagorean fuzzy sets are also studied.