Browsing Department of Mathematics by Title

EMU I-REP

Browsing Department of Mathematics by Title

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  • Analyzing permutation capability of multistage interconnection networks with colored Petri nets 
    Bashirov, Rza; Crespi, Valentino (Information Sciences, Elsevier, 2006)
    In a multistage interconnection network (MIN) the calculation of the number of permutations of the input terminals into the output terminals is a classic difficult problem. In this paper, we introduce an innovative technique ...
  • Anılardaki Efsaneler: Namık Kemal Lisesi (1968 - 1978) 
    Şemi, Nidai (Gazimağusa Belediyesi, 2018)
    SUNUŞ: Spor; hem milli kimliğin oluşmasını hem de sosyal birlikteliği sağlayan bir olgudur. Ayrıca bir toplumun gelişmesinde ve gelişmişlik düzeyinin belirlenmesinde de önemli rol oynar. Fiziksel faydalarının yanı sıra ...
  • Approximate controllability of semilinear control systems in Hilbert spaces 
    Şemi, Nidai; Mahmudov, Nazim I. (Turkic World Mathematical Society, 2012)
    This paper deals with the approximate controllability of semilinear evolution systems in Hilbert spaces. Sufficient condition for approximate controllability have been obtained under natural conditions.
  • Approximate Methods of Inverse Preconditioners for Solving the Linear Algebraic Systems 
    Abdalla, Soran Jalal (Eastern Mediterranean University (EMU) - Doğu Akdeniz Üniversitesi (DAÜ), 2014-07)
    ABSTRACT: The efficiency and robustness of iterative methods can be improved using a preconditioner that causes a change in the original matrix implicitly or explicitly. Usually preconditioners are constructed using the ...
  • Approximation by kantorovich type operators 
    Kara, Mustafa (Eastern Mediterranean University (EMU) - Doğu Akdeniz Üniversitesi (DAÜ), 2013-02)
    In this thesis, new type q-Bernstein - Kantorovich polynomials and complex q-Szász-Kantorovich operators are introduced. In additon, The exact order of approximation, quantitative Voronovskaja-type theorems, simultaneous ...
  • Approximation Properties of Jain-Stancu Operators 
    Özarslan, Mehmet Ali (UNIV NIS, FAC SCI MATH, 2016)
    In the present paper, we introduce the Stancu type Jain operators, which generalize the well-known Szasz-Mirakyan operators via Lagrange expansion. We investigate their weighted approximation properties and compute the ...
  • Approximation Properties of Schurer Type q-Bernstein Operators 
    Vedi, Tuba (Eastern Mediterranean University EMU, 2015-09)
    This thesis consist of five chapters. In the first chapter, the introduction is given. In the second chapter, we consider the Chlodowsky variant of q-Bernstein-Schurer-Stancu operators. We state the Korovkin type ...
  • Association Rule Mining Using k-Map Model in Data Mining 
    Abdullah, Daban Abdulsalam (Eastern Mediterranean University (EMU) - Doğu Akdeniz Üniversitesi (DAÜ), 2015-07)
    In data mining, many algorithms were suggested to define the frequent rules within the data set. One of the problems is to choose a correct algorithm for the problem and the determination of the efficiency of the algorithm ...
  • A-Statistical Convergence 
    Yousuf, Saadia (Eastern Mediterranean University EMU - Doğu Akdeniz Üniversitesi (DAÜ), 2016-06)
    The present study is conducted to study a new type convergence, called A-statistical convergence. In the beginning of the study, the concept of infinite, non-negative regular matrices is introduced. Some basic properties ...
  • Asymptotic Behavior of Solutions to Nonlinear Neutral Differential Equations 
    Hasanbulli, Mustafa (Eastern Mediterranean University (EMU), 2010)
    In Chapter 2 of this thesis, in the first part, we deal with asymptotic behavior of nonoscillatory solutions to higher order nonlinear neutral differential equations of the form (x (t) + p (t) x (t − τ ))(n) + f (t, x (t) ...
  • Basic Iterative Methods for Solving Elliptic Partial Differential Equation 
    Qahraman, Yousif Ahmed (Eastern Mediterranean University (EMU) - Doğu Akdeniz Üniversitesi (DAÜ), 2014-07)
    ABSTRACT: In this thesis, we studied the numerical techniques for the solution of two dimensional Elliptic partial differential equations such as Laplace's and Poisson's equations. These types of differential equations ...
  • Bayesian Probability Estimation for Reasoning Process 
    Salehi, Sara (Eastern Mediterranean University (EMU) - Doğu Akdeniz Üniversitesi (DAÜ), 2014-05)
    ABSTRACT: It is a comprehensible fact that people always desire to be able to remove or at least to decrease the level of uncertainty in real world application. In all the areas of science and technology, it is important ...
  • Bernoulli and euler polynomials 
    Çatma, Güneş (Eastern Mediterranean University (EMU) - Doğu Akdeniz Üniversitesi (DAÜ), 2013-07)
    ABSTRACT: This thesis provides an overview of Bernoulli and Euler numbers. It describes the Bernoulli and Euler polynomials and investigates the relationship between the classes of the two polynomials. It also discusses ...
  • Bernstein-Type Operators 
    Ali, Kawa Sardar Mohammad (Eastern Mediterranean University (EMU) - Doğu Akdeniz Üniversitesi (DAÜ), 2016-06)
    In this work we are interested in the approximation of some type of operators called Bernstein-type. For this purpose, the operator  ,  0,  n L f x f C  called the Bernstein-type approximation operator is considered. ...
  • Bigeometric Taylor Theorem and its Application to the Numerical Solution of Bigeometric Differential Equations 
    Eminağa, Buğçe (Eastern Mediterranean University EMU, 2015-09)
    Many studies in the field of Bigeometric Calculus are based on an approximation to the Bigeometric Taylor series, as the correct version is not known. The Bigeometric Taylor Series introduced in this research, is derived ...
  • The Binary Mathematical Morphology on the Triangular Grid 
    Nouralddeen, Mohsen Mohamed Ibrahim Abdalla (Eastern Mediterranean University (EMU) - Doğu Akdeniz Üniversitesi (DAÜ), 2018)
    Mathematical morphology is a part of digital image processing which has strong mathematical foundation and also has several applications. In digital image processing images are understood on (usually, a finite segment ...
  • The Block-Hexagonal Grid Method for Laplace’s Equation with Singularities 
    Çeliker, Emine (Eastern Mediterranean University (EMU) - Doğu Akdeniz Üniversitesi (DAÜ), 2014-12)
    A fourth order accurate matching operator is constructed on a hexagonal grid, for the interpolation of the mixed boundary value problem of Laplace’s equation, by using the harmonic properties of the solution. With the ...
  • Block method for problems on L-shaped domains 
    Dosiyev, A.A; Mazhar, Zeka; Buranay, S.C (Elsevier, 2010)
    An extremely accurate, exponentially convergent solution is presented for both symmetric and non-symmetric Laplacian problems on L-shaped domains by using one-block version of the block method (BM). A simple and highly ...
  • Boundary Value Problems Arising in Kalman Filtering 
    Bashirov, Agamirza; Mazhar, Zeka; Ertürk, Sinem (Springer International Publishing, 2008)
    The classic Kalman filtering equations for independent and correlated white noises are ordinary differential equations (deterministic or stochastic) with the respective initial conditions. Changing the noise processes by ...
  • Boundary Value Problems Arising in Kalman Filtering 
    Bashirov, Agamirza; Mazhar, Zeka; Ertürk, Sinem (Hindawi Publishing Corporation, 2009-01-01)