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Browsing by Author "Sirait, Asli"

Browsing by Author "Sirait, Asli"

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  • BEBERAPA HUKUM URUTAN TERBALIK PADA INVERS GRUP DARI PERKALIAN DUA MATRIKS 
    Elvina; Sirait, Asli; Musraini (2016-04-27)
    This paper discusses some equivalent conditions for reverse order law of group inverses of product of two matrices. Several sufficient conditions which enable both (AB)# = B(1,2)A(1,2) and (AB)# = B(1,2)A(1,2) hold are ...
  • BEBERAPA SIFAT ALJABAR GENERALIZED INVERSE PADA MATRIKS 
    Risa, Erma; Gemawati, S.; Sirait, Asli (2014-03-25)
    This article discusses some of the algebraic properties of the generalized inverse matrix on the addition operation, which is derived using the properties of the sum of the rank of matrices. Generalized inverse of the sum ...
  • Developing A Direct Search Algorithm for Solving The Capacitated Open Vehicle Routing Problem 
    Aziskhan; Pane, Rolan; Natsir, M; Sirait, Asli; Kho, Johannes (2017-10-26)
    In open vehicle routing problems, the vehicle are not required to return to the depot after completing service. In this paper, we present the first exact optimization algorithm for the open version of the well-known capacited ...
  • HUBUNGAN ANTARA BILANGAN PRIMA DAN GRUP POS 
    Abduh, Muhammad; Gemawati, Sri; Sirait, Asli (2016-04-27)
    Group perfect order subset (POS) is a group that is characterized by the number elements in the group having the same order that divides the group order. This article discusses the relationship between the properties of ...
  • Ketaksamaan Nilai Singular Pada Products Hadamard 
    Sirait, Asli; Pane, Rolan; Natsir, M (2017-10-16)
    Misalkan M m,n merupakan ruang dari matriks kompleks m x n , dimana A , B M n , n dan merupakan product Hadamard ( atau Schur) dari A dan B oleh A o B , Untuk A Mn, n maka merupakan nilai singular ...
  • Linierisasi Sistem Dinamik Dalam Bidang Datar 
    Firdaus; Sirait, Asli; Natsir, M (2017-10-16)
    Pada makalah ilmiah ini dibahas tentang teori linierisasi suatu sistem persamaan diferensial non linier dari sistem dinamik berdasarkan aturan dan definisi terkait . Untuk sistem Linier 2 dimensi, , n=2, diperoleh ...
  • Matriks Fuzzy Nilpoten 
    Sirait, Asli; Efendi, Riistam (2013-02-26)
    Dalam penelitian ini dibahas tentang masalah matriks fuzzy nilpoten, yaitu dibuktikan beberapa sifat dari matriks fiizzy nilpoten yang berkaitan dengan nilai eigen. Selanjutnya untuk jumlah hingga matriks fuzzy ditentukan ...
  • MENENTUKAN INVERS SUATU MATRIKS DENGAN MENGGUNAKAN METODE AUGMENTASI DAN REDUKSI 
    Wati, S. E.; Muhammad, Imran; Sirait, Asli (2013-07-20)
    We discuss a method to obtain an inverse of a nonsingular matrix, called Augmenta- tion and Reduction Method. The total computational cost of this method to obtain an inverse of a matrix is the same as those of Gauss-Jordan ...
  • MENENTUKAN NILAI EIGEN DAN VEKTOR EIGEN DARI MATRIKS TRIDIAGONAL PADA KASUS n GENAP 
    Purwanti, Tannia; Gemawati, Sri; Sirait, Asli (2016-04-27)
    This article discusses how to obtain eigenvalues and their corresponding eigenvectors of tridiagonal matrices of the form                            a b c a b a b c b ...
  • MENGHITUNG BANYAKNYA BILANGAN PRIMA YANG LEBIH KECIL DARI ATAU SAMA DENGAN SUATU BILANGAN BULAT n 
    Polorida; Sirait, Asli; Musraini (2016-02-04)
    This articel studies the explicit formula for a function to enumerate the number of primes less than or equal to n called Prime Counting Function, where n is natural number. Prime Counting Function is denoted by π(n). ...
  • MENGHITUNG DETERMINAN SUATU MATRIKS DENGAN MENGGUNAKAN METODE CORNICE 
    Gusriansyah; Gemawati, Sri; Sirait, Asli (2013-03-16)
    ݊ × ݊ (݊ ≥ 5) matrices by reducing their sizes by four, it is known as the Cornice Method. A determinant of matrices with the exception of the first and the last entries, the entries of the 2nd row and (݊ − 1) − ‫ݐ‬h ...
  • PELABELAN TOTAL SISI AJAIB SUPER PADA GRAF CORONA-LIKE UNICYCLIC 
    Kurniawan; Pane, Rolan; Sirait, Asli (2013-06-25)
    We discuss the super edge magic total labeling in the corona-like unicyclic graph by reordering the grid points on the trajectory, followed by the transformation to the edges. A new variation is obtained from the super ...
  • Pengembangan dan Penerapan Teorema Pappus dalam Berbagai Kasus 
    Hasriati; Sirait, Asli (2013-03-21)
    In this paper we discuss about The Pappus theorem with colinearitas of three points which is the intersection of six points on two different lines. Furthermore, if there are four lines that intersect and form a triangles, ...
  • PREMI ASURANSI JIWA BERJANGKA MENGGUNAKAN MODEL TINGKAT BUNGA VASICEK 
    Muslim; Hasriati; Sirait, Asli (2014-03-25)
    This paper discusses a single premium of term life insurance using interest rate Vasicek model. The calculation of premium in this model is affected by the equilibrium point of interest rate β and the acceleration of ...
  • SIFAT-SIFAT KESETARAAN PADA MATRIKS SECONDARY NORMAL 
    Nursyahlina, Nursyahlina; Gemawati, S.; Sirait, Asli (2014-03-25)
    A square matrix A is called a secondary normal matrix if AAθ = Aθ A, where Aθ is a secondary conjugate transpose of the matrix A, which is different from the conjugate transpose matrix. In this paper, we discuss some ...
  • SIFAT-SIFAT SEMIGRUP SIMETRIS INTERVAL 
    Yusman, Rizan Febri; Gemawati, Sri; Sirait, Asli (2013-03-26)
    Interval set is a set from an object whose elements consist of intervals. A set of all one-to-one and onto mappings from interval set to the other for all with composition operation which from a semigrup is called interval ...
  • Solusi Alternatif Persamaan Diferensial Biasa 
    Sirait, Asli; Natsir, M; Pane, Rolan (2017-10-31)
    Pada makalah ini akan ditunjukkanpenyelesaian sistem persamaan diferensial x’ = Ax diformulasikan oleh persamaan , dengan menentukan nilai ( v1 , v2 , …., vn ) yang merupakan eigenvektor yang berkoresponden ...
  • SOLUSI REFLEKSIF DAN ANTI-REFLEKSIF DARI PERSAMAAN MATRIKS AX = B 
    Arrohman; Gemawati, Sri; Sirait, Asli (2016-02-04)
    This article studies the necessary and sufficient conditions to determine the solutions of the matrix equation AX=B, which can be either reflexive and anti-reflexive matrix. An n × n complex matrix A is said to be a ...
  • Solving A Class of Stochastic Multiobjective Integer Linear Programming Problems 
    Kho, Johannes; Pane, Rolan; Aziskhan; Sirait, Asli; Natsir, M (2017-10-16)
    In this paper we propose a method for solving a multi objective chance constrained integer programming problem. We assume that there is randomness in the right-hand sides of the constraints only and that the random variables ...
  • SYARAT PERLU DAN CUKUP SISTEM PERSAMAAN LINEAR BERUKURAN m × n MEMPUNYAI SOLUSI 
    Zainuri, Aryan; Syamsudhuha; Sirait, Asli (2016-02-04)
    This article discusses the necessary and sufficient condition for the system of linear equations Ax = b where A is an m × n matrix, with m < n and b is an n × 1 vector to have a solution. The discussion involves determining ...

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