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Name : Dr. Manal Al-Labadi

Academic Rank: Assistant Professor

Administrative Position : Faculty Academic Member

Office 7207       Ext No 7207

Email : manal.allabadi@uop.edu.jo

Specialization: Mathmatics

Graduate Of: University Of Jordan

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Qualification

    Qualification

    University

    Country

    Year

    Ph.D
    University Of Jordan
    Jordan
    2016



  • Journal Paper





      Manal Al-Labadi, Omar A. AbuGhneim and Hasan Al-Ezeh, " Commuting Graph of the Ring of All m1  m2 Direct Sum Matrices over Zn[i] and over Zn[ ] " , "International Journal of Mathematical Analysis",Vol.,No., HIKARI Ltd, www.m-hikari.com, , 02/03/2018




      Wasim Audeh1 §, Manal Al-Labadi2, " MORE NUMERICAL RADIUS INEQUALITIES FOR OPERATOR MATRICES " , "International Journal of Pure and Applied Mathematics",Vol.,No., lll, , 01/05/2018 Abstract:
      In this work, we will prove several numerical radius inequalities from them we get recently proved numerical radius inequalities as special cases, and we will present numerical radius inequalities which are sharper than recently proved numerical radius inequalities. Download




      Dr. Eman Abu-Hjlih Dr. Manal Al-Labadi Dr. Hasan Al-Ezeh, " The 1- planarity of Intersection Graph of Ideals of a Ring. " , " Journal, Italian Journal of Pure and Applied Mathematics",Vol.1,No., Journal, Italian Journal of Pure and Applied Mathematic, Italian, 07/01/2019



      Manal AL-Labadi, " When Intersection Ideals of Graphs of Rings are a Divisor graph " , "WSEAS TRANSACTIONS on MATHEMATICS",Vol.19,No., lll, lll, 08/25/2020 Abstract:
      Let R be a commutative principal ideal ring with unity. In this paper, we classify when the intersection graphs of ideals of a ring R G(R), is a divisor graph. We prove that the intersection graphs of ideals of a ring R G(R), is a divisor graph if and only if R is a local ring or it is a product o Download




      Manal Al-Labadi, " The Relationship between Eulerian Intersection Ideals of Graphs of Rings and Covid-19 " , " International Medical Journal",Vol.25,No., lll, Japan, 09/27/2020




      Manal Al-LAbadi, Wasim Audeh, Anwar Al-Boustanji, " WHEN ZERO-DIVISOR GRAPH OF SOME SPECIAL IDEALIZATION RINGS ARE DIVISOR GRAPHS " , "International Journal of Current Research",Vol.11,No., ll, ll, 07/17/2019 Abstract:
      Let R be a ring with unity and let M be an R-module. Let R(+)M be the idealization of the ring R by the M-module. In this article, we investigate when Γ(Z[alpha](+)M )) and Γ(Z_p^(alpha_1)[alpha](+)Z_p^(alpha_2 ) are divisor graphs.




      Manal Al-LAbadi, " Some Properties of Commuting Graph of the Ring of All m1 ⊕m2 Matrices " , "Information Sciences Letters An International Journal",Vol.10--,No., --, --, 01/01/2021 Abstract:
      The commuting graph of a ring R, denoted by Γ (R), is a graph whose vertices are all non-central elements of R and two distinct vertices u and v are adjacent if and only if uv = vu. In this paper let R be the commutative ring with 1R 6= 0R. In this paper we investigate, some basic properties of Γ




      MANAL Al-LABADI and Eman Mohammad Almuhur, " Planar of special idealization rings " , "WSEAS TRANSACTIONS on MATHEMATICS",Vol.19,No., --, --, 12/23/2020 Abstract:
      Let R(+)N be the idealization of the ring R by the R-module N. In this paper, we investigate when Γ(R(+)N) is a Planar graph where R is an integral domain and we investigate when Γ(Zn(+)Zm) is a Planar graph.




      Manal Al-Labadi, " Geodetic Number Of Circulant Graphs Cm({2,4, ..., ⌊m/ 2 ⌋−1, ⌊m/ 2 ⌋}) " , "Applied Mathematics & Information Sciences An International Journal",Vol.15,No., --, --, 03/01/2021 Abstract:
      In this paper, we compute the geodetic set and geodetic number of circulant graphs m({2,4, · · · , ⌊m 2 ⌋−1, ⌊m 2 ⌋}) where m = 2p or m = p.




      Manal Al-Labadi1, Eman Mohammad Almuhur, Amani Shatarah, Anwar Alboustanji, Nosaiba M. Omer1, Nazneen Khan, and Raeesa Bashir, " EULERIAN GRAPH OF SOME SPECIAL IDEALIZATION RINGS " , "Advances in Mathematics: Scientific Journal",Vol.10,No., --, --, 03/31/2021 Abstract:
      Let R be a ring with unity and let M be an R-module. Let R(+)M be the idealization of the ring R by the R-module M. In this article, we study the Eurelian property of zero-divisor graphs. We investigate when some special idealization rings are Eulerian graphs.




      Nosaiba M. Omer1, Hasan Z. Hdeib, Eman M. Almuhur, and Manal Al-Labadi1, " ON P2-C-CLOSED SPACE IN BITOPOLOGICAL SPACE " , "Advances in Mathematics: Scientific Journal",Vol.10,No., --, --, 03/31/2021 Abstract:
      In our paper, we introduce a new concept concerning C-closed topological spaces. A pairwise C-closed bitopological space differs than what was discussed in [4], namely, P2 􀀀 C-closed spaces. Also, we obtain many results concerning properties of pairwise sequential spaces namely, P1-sequential s




      EMAN ALMUHUR1, MANAL AL-LABADI2, " Pairwise Strongly Lindelöf, Pairwise Nearly, Almost and Weakly Lindelöf Bitopological Spaces " , "WSEAS TRANSACTIONS on MATHEMATICS",Vol.20,No., --, --, 04/09/2021 Abstract:
      The main purposes of this article is to introduce new generalizations of the notion of pairwise Lindelöf spaces in bitopological spaces where new notions: pairwise strongly Lindelöf, pairwise nearly, pairwise almost and pairwise weakly strongly Lindelöf bitopological spaces depend on the new notio


  • Conference paper





      Manal Al-Labadi, " Geodetic number of the circulant graph C_n({1,3}). " , "3rd International Conference on Pure and Applied Mathematics (ICPAM-VAN 2020)",Vol.--,No., 3rd International Conference on Pure and Applied Mathematics (ICPAM-VAN 2020), Van, 09/03/2020
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