Mathematics

Permanent URI for this collectionhttps://irepos.unijos.edu.ng/handle/123456789/11436

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    ENHANCING THE TEACHER PROFESSION: KEY TO REVAMPING THE EDUCATION SECTOR IN NIGERIA
    (Academic Research International, 2013) N. M. Kamoh1 , L. S. Ughili2 , A. A. Abada
    Education is a living concept that continues to grow and develop on daily basis. The paper looked at necessary steps needed to enhance the teaching profession. Questionnaire was administered to 1000 males and females respondents. The data was analyzed using standard deviation method, the results (tables I & II) indicated high standard deviations (σ) of 38.16 and 107.83 respectively, revealing that, the factors are independent of one another. A number of challenges were identified and discussed. The research concluded with a number of far-fetched recommendations. Improved remunerations; regular payment of salaries and improved fringe benefits, among others can greatly motivate and enhance the teaching profession.
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    An Adaptive Method using the L-Weno Reconstruction
    (International Journal of Engineering Applied Sciences and Technology, 2021-10) Mrumun C. Soomiyol; Terhemen Aboiyar; Nathaniel M Kamoh
    In this work, an adaptive formulation of the Legendre - Weighted Essentially Non-Oscillatory (L-WENO) method is used to solve some problems of two-dimensional linear conservation laws on unstructured triangular mesh. The mesh adaptivity is used to improve the performance of the method. Although the results with the L-WENO method gets better as the mesh is refined, the mesh adaptation algorithm was able to improve the quality of the numerical approximation and reduce computational cost by refining and coarsening the computational mesh based on some specified criteria.
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    HIGH ORDER A-STABLE BLOCK ETR2s AND THEIR APPLICATION TO SYSTEM OF FIRST ORDER ODES
    (Leena and Luna International, Chikusei, Japan, 2014) Awari, Y.S.; Garba, E.J.D.; Kumleng, G.M
    An eighth order block Extended Trapezoidal Rule of Second kind (ETR2s) is presented for the numerical integration of stiff system of first-order ordinary differential equations. In the derivation process, we adopt the power series approach which leads to a system of equations that would be solved simultaneously in block form to generate approximate solution for the differential equations. The stability properties of the method are also presented. Some test, reported to emphasize pros and cons of the method.
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    COMMENTARIES ON HILBERT’S BASIS THEOREM
    (_SCIENCE WORLD JOURNAL, 2008) APINE, E; JELTEN
    The famous basis theorem of David Hilbert is an important theorem in commutative algebra. In particular the Hilbert’s basis theorem is the most important source of Noetherian rings which are by far the most important class of rings in commutative algebra. In this paper we have used Hilbert’s theorem to examine their unique properties which will help us to understand some of the characteristics of the Noetherian rings.