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  • Off-Line Signature Identification Using Moment Algorithm 
    Ziyad Tariq Al-Ta'i; Omar y. abdelhammed (university of Diyala, 2012)
    In this paper, an off-line signature identification system is presented depending on moment algorithm. The proposed system consists of three steps. First step is enrolment module with the following operations: Transformation ...
  • Oligosteginid Assemblages of Basinal limestone Succession in Ismael awa Section, kurdistan region, North Iraq. 
    Salah Ali Hussain (university of Diyala, 2017)
    Oligosteginid (calcispheres ) assemblages which found in Dokan Formation, Erbil Governorate, Kurdistan Region, have a stratigraphic distribution similar to that found in Bangestan Group (Albian-Campanian) of Lurestan ...
  • On A Class Of Analytic Univalent Functions Defined By Ruscheweyh Derivative 
    A.R.S .JUMA; H. H.EBRAHIM; SH. I. AHMED (University of Diyala, 2015)
    Making use the Ruscheweyh derivative operator, we introduce and study a certain of univalent analytic function with negative coefficient .In this paper, we obtain coefficient estimates, distortion theorem, radii of ...
  • On Definition of Expansion Probabilistic Hilbert Space 
    Ahmed Hasan Hamed (university of Diyala, 2018)
    The purpose of this paper is to give a new definition for Expansion probabilistic inner product space (EPIP-space) is given. Based on this definition several convergence theorems and definition for (EPH-space) are instituted ...
  • On Encoding of Reed Solomon Code using Walsh Transforms 
    Khalid Hadi Hameed Al-Jourany (university of Diyala, 2013-10-01)
    This paper presents a method to encode Reed Solomon code based on Walsh transforms. Reed Solomon code is an error correcting code that is very important in telecommunications. Reed Solomon code and Walsh transforms are ...
  • On Entire Functions Which Share One Value CM with Their First Derivative 
    Amer, H. H. Al-Khaladi (university of Diyala, 2010)
    In this paper, we deal with the problem of uniqueness of entire functions that share one value CM with their first derivative. The author proves that if a non- constant entire function f and its derivative f ′ share ...
  • On Lexical Storage:Evidence from Non-native Speakers of English 
    .Safaa Issa Hassan (مجلة الفتح للعلوم التربوية والنفسية, 2006)
  • On line Learning System for Computer Science Departments 
    Ann Zeki Ablahd (University of Diyala – College of Engineering, 2017)
    In gist, e-learning is pedagogic tool in a computer system or a framework that cement you to impart anywhere and at any time. Today e-learning is particularly convey though the internet, although at past it was delivered ...
  • On representation of Hadamard Codes 
    Hameed k. Dawiod; Khalid H. Hameed (مجلة الفتح للبحوث التربوية والنفسية, 2008)
    In this paper, we give a form of Hadamard codes with respect to Rademacher functions. Hadamard codes are defined and encoding matrices and also discussed.Finally , two methods of decoding are explained and an example ...
  • ON S – Normal Space and Some Functions 
    Hassan Abd AL-Hadi Ahimed; Nadir George Mansour (مجلة الفتح للبحوث التربوية والنفسية, 2008)
    The notion of S-normal Space was introdneed by S.N.Maheshwari and R. Prasad (3) by replacing open set in the definition of normal space by semi-open set fhriefty x open sets due to levine (1). The Purpose of ...
  • On Semi - Pre irresolute Topological Vector Space 
    Radhi I. M. Ali; Jalal H. Hussein; Suhad K. Hameed (university of Diyala, 2018)
    In this work some properties of semi-pre irresolute topological vector space was introduced , also several characterizations of semi-pre Hausdorff are given. Moreover, we show that the extreme point of convex subset of ...
  • On Singular Sets and Maximal topologies 
    جمیل محمود جمیل; رفعت زیدان خلف (مجلة الفتح للبحوث التربوية والنفسية, 2008)
    In this Work , we study The concept of maximal topologies and its relation with Singular sets , furthermore we study the spaces which are maximal with respect to semi- regular property and we proved that if t is sub ...
  • On Sm-Modules 
    Hatam Yahya Khalaf (university of Diyala, 2011-01-01)
    Let R be a commutative ring with identity, and let M be a unitary R-module. We introduce a concept of sm-module as follows: M is called sm-module if and only if Rann Nis a semimaximal ideal of R, for each maximal submodule ...
  • On Solution of Viscoelastic Fractional Differential Equation 
    Saad Naji Al-Azawi; Mohammed Ali Murad (مجلة الفتح للبحوث التربوية والنفسية, 2008)
    In this paper we study the fractional viscoelastic differential equation and solved it in general. We notice that our method is a generalization of Coimbra’s approach and easier than Ayala method. 1- Introduction: Fractional ...
  • On Some Applications of Lidskii's Theorem 
    Duaa Taheir Bader; Fatima Mohammad Aboud (University of Diyala, 2021)
    Lidskii's theory is considered one of the most important and recent theories for calculating the following categories and the relationship between them and the eigenvalues. This theory provides an easier way to prove the ...
  • On Some Properties of Hollow-Lifting-Quasi-Discrete Modules 
    Hana I. Lafta (University of Diyala, 2020)
    A notion of the Hollow-Lifting-Quasi-Discrete modules can constitute avery important situation in the module theory. In this paper we will present a key role in some properties and characterizations of Hollow-Lifting-Qua ...
  • On some result of topological projective modules 
    Dr.Taghreed Hur Majeed, Mohammed Jabbar Hussein (university of Diyala, 2013-07-01)
    In this paper, we given and study the finite direct sum and tensor product of topological projective modules. We obtain some results and properties to relate the direct sum and tensor product of topological projective modules.
  • On Suitable Sets in a Top-Group 
    Majid Mohammed Abed; Faisal Ghazi Al-Sharqi (university of Diyala, 2018)
    Many researchers for their importance and their useful applications had studied the suitable sets. This study presents full description of these sets with a number of topological concepts. A suitable set is presented as ...
  • On the Approximation in the Weighted Spaces ( ) via Spline Polynomials 
    Rokan Khaji Mohammed; Alaa Adnan Auad; Alaa Mahmood Farhan; Shahad Jassem Mahmood (university of Diyala, 2018)
    In this paper, we introduce a new norm and modulus in weighted spaces ) ) of order . Via these modulus, we prove the direct and inverse spline approximation inequalities of unbounded functions in weighted spaces ) (; ...
  • On the Approximation in the Weighted Spaces ( ) via Spline Polynomials 
    Rokan Khaji Mohammed; Alaa Adnan Auad; Alaa Mahmood Farhan; Shahad Jassem Mahmood (university of Diyala, 2018)
    In this paper, we introduce a new norm and modulus in weighted spaces ) ) of order . Via these modulus, we prove the direct and inverse spline approximation inequalities of unbounded functions in weighted spaces ) (; ...