Volume 5.Issue.4. 2017
(Oct-Dec)
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LOCALLY HAUSDORFF SPACES MALLIKA MITRA*, NASIMA AKHTER, SUBRATA MAJUMDAR Bangladesh https://doi.org/10.33329/bomsr.54.1 |
1-10 |
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CONVOLUTION FOR KAMAL AND MAHGOUB
TRANSFORMS ROAA AZIZ FADHIL General Directorate of Education Qadsiyah, Intermediate Alnwaris for Girls, Iraq https://doi.org/10.33329/bomsr.54.11 |
11-16 |
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ON PARAMETRIC METRIC SPACES HANDE POSUL1*, SERVET KUTUKCU2 1Department of Mathematics Faculty of Science and Arts Kilis 7 Aralik University 79000 Merkez, Kilis,Turkey 2Department of Mathematics Faculty of Science and Arts Ondokuz Mayis University 55139 Kurupelit, Samsun, Turkey https://doi.org/10.33329/bomsr.54.17 |
17 -20 |
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SOME IDENTITIES OF ROGERS-RAMANUJAN
TYPE SHAIKH FOKOR UDDIN ALI AHMED Department of Mathematics, F. A. Ahmed College, Garoimari, Kamrup Assam, India https://doi.org/10.33329/bomsr.54.21 |
21 -25 |
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CONJUGACY CLASS PRIME GRAPHS WITH FEW
VERTICES LIGUO HE1, HANG YU2, JIANWEI LU3, XIAOPAN ZHANG4 1,2,3,4Department of Mathematics., Shenyang University of Technology, Shenyang, 110870, PR China https://doi.org/10.33329/bomsr.54.26 |
26 -29 |
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ON N-CONE METRIC SPACES HANDE POSUL1*, SERVET KUTUKCU2 1Department of Mathematics Faculty of Science and Arts Kilis 7 Aralik University 79000 Merkez, Kilis,Turkey 2Department of Mathematics Faculty of Science and Arts Ondokuz Mayis University 55139 Kurupelit, Samsun, Turkey https://doi.org/10.33329/bomsr.54.30 |
30 -35 |
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AL-ZUGHAIR CONVOLUTION ALI HASSAN MOHAMMED1, BANEEN SADEQ MOHAMMED ALI2, NOORA ALI HABEEB3 1,2,3University of Kufa, Faculty of Education for Girls, Department of Mathematics, Iraq https://doi.org/10.33329/bomsr.54.36 |
36-45 |
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COMMON FIXED POINTS IN FUZZY METRIC
SPACES SERVET KUTUKCU1*, ABDULKADIR ERGUN2 1,2Department of Mathematics, Ondokuz Mayis University, 55139 Kurupelit, Samsun, Turkey https://doi.org/10.33329/bomsr.54.46 |
46-55 |
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A MANPOWER MODEL WHEN COMPLETE LENGTH
OF SERVICE FOLLOWS MIXED RIGHT TRUNCATED
EXPONENTIAL DISTRIBUTION V. RANGA RAO1, M.VIVEKANANDA MURTY2 1Sr. System Analyst, Soil and Land Use Survey of India Department of Agriculture , Cooperation and Farmers Welfare, Ministry of Agriculture and Farmers Welfare, Government of India . 2 Former Professors, Department of Statistics, Andhra University, Visakhapatnam, India https://doi.org/10.33329/bomsr.54.56 |
56-63 |
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Recurrence Relations of Moments of the
Extended Power Lindley Distribution Based on
General Progressively Type-II Right Censored
Order Statistics and Characterization M.M.Mohie El-Din1, MarwaM.Mohie El-Din2& A.M.Sharawy2 1Department of Mathematics, Faculty of Science (men), Al-Azhar University, Cairo, Egypt 2Department of Mathematics, Faculty of Engineering, Egyptian Russian University, Cairo, Egypt https://doi.org/10.33329/bomsr.54.64 |
64-73 |
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AREA, PRODUCTION OF COTTON AND RAINFALL
VARIABILITY OF TAMIL NADU AND INDIA M. SUNDAR RAJAN1*, M. PALANIVEL2 * Department of Statistics, Govt. Arts College, Udumalpet, Tamil Nadu, India Department of Statistics, Govt. Arts College, Coimbatore, Tamil Nadu, India https://doi.org/10.33329/bomsr.54.74 |
74-80 |
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SOME IDENTITIES FOR THE FIBONACCI AND
LUCAS SEQUENCES WITH RATIONAL SUBSCRIPT VIA
MATRIX METHODS Saadet ARSLAN1, Fikri KÖKEN2 1Department of Secondary Science and Mathematics Education, Ahmet Keleşoğlu Faculty of Education, Necmettin Erbakan University, Konya, Turkey 2Ereğli Kemal Akman Vocational School, Necmettin Erbakan University, Konya, Turkey https://doi.org/10.33329/bomsr.54.81 |
81-87 |
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TWO – SMALL – PARAMETER DYNAMIC
BUCKLING OF A PRE – STATICALLY LOADED QUADRATIC
MODEL STRUCTURE WITH NONLINEAR AND LIGHT LINEAR
DAMPING BUT STRUCK BY A STEP LOAD A. M. ETTE1, J. U. CHUKWUCHEKWA1*, G. E. OZOIGBOAND2, I. U. UDO-AKPAN3 1DEPARTMENT OF MATHEMATICS, FEDERAL UNIVERSITY OF TECHNOLOGY, OWERRI. IMO STATE, NIGERIA 2DEPARTMENT OF MATHEMATICS /COMPUTER SCIENCE / STATISTICS & INFORMATICS, FEDERAL UNIVERSITY NDUFU - ALIKE, IKWO. EBONYI STATE, NIGERIA 3DEPARTMENT OF MATHEMATICS AND STATISTICS, UNIVERSITY OF PORT HARCOURT, PORT HARCOURT, RIVERS STATE, NIGERIA https://doi.org/10.33329/bomsr.54.88 |
88-107 |
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ON BILATERAL 2 𝝍𝟐 SUMMATION FORMULA AND SOME
THETA FUNCTION IDENTITIES K. NARASIMHA MURTHY Department of Mathematics, Government First Grade College Sidlaghatta Chikkaballapura District Karnataka INDIA. https://doi.org/10.33329/bomsr.54.108 |
108-113 |
