Volume 4.Issue.4. 2016

Author Article details PDF
1 CELLULAR FOLDING OF SOME NEW CW-COMPLEXES
E. El-Kholy, A. El-Esawy & M. A. Kouka
Department of Mathematics, Faculty of Science, Tanta University,
Tanta, Egypt
Page 1-12


1 AN IMPROVED MODEL FOR FORECASTING OFVALUE OF GOLD: A HYBRID MODEL APPROACH
JYOTHI U1, SURESH KK2
1Research and Development Centre, Bharathiar University, Coimbatore, Tamil Nadu
2Professor & Head, Department of Statistics, Bharathiar University, CoimbatoreTamil Nadu
1Department of Statistics, KristuJayanti College, Bangalore, Karnataka
Page 13-22


1 ON THE CONTRAVARIANT FUNCTOR 𝑪∞
ABOUBACAR NIBIRANTIZA
University of Burundi, Institute of Applied Pedagogy, Department of mathematics, B.P 2523,
Bujumbura-Burundi
Page 23-27

1 SOME RESULTS ON THE REDUCED COLOR ENERGY OF GRAPHS
V.S. SHIGEHALLI1, BETAGERI KENCHAPPA. S2
1Professor, Dept. of Mathematics,
Rani Channamma University, Belagavi, Karnataka, India,
2 Research Scholar, P.G. Studies in Dept. of Mathematics,
Karnatak University Dharwad, Karnataka, India.
Page 28-37

1 DYNAMICAL SYSTEMS ARISING FROM VECTOR FIELDS ON SMOOTH MANIFOLDS
Dr (Smt). S. N. BANASODE1, SEEMA B PATIL2,
JAYASHREE .S. RADDER3
1Associate Professor of Mathematics, R.L Science Institute Belagavi, Karnataka State, India.
2Research Scholar, Rani Channamma University Belagavi. Karnataka State, India.
3Assistant Professor of Mathematics, Tontadarya College of Engg,
Gadag, Karnataka State, India.
Page 38-40

1 OBSERVATIONS ON THE CONE
S.DEVIBALA
Department of Mathematics, Sri Meenakshi Govt. Arts College for Women,
Tamil Nadu, Madurai, India
Page 41-46

1 A NOTE ON COLOR ENERGY OF GRAPHS
V.S. SHIGEHALLI1, BETAGERI KENCHAPPA. S2
1Professor, Dept. of Mathematics, Rani Channamma University, Belagavi, Karnataka, India,
2 Research Scholar, P.G. Studies in Dept. of Mathematics, Karnatak University Dharwad, Karnataka,
India.
Page 47-50

1 AN EFFICIENT EXPONENTIAL RATIO-TYPE ESTIMATOR FOR ESTIMATING
POPULATION VARIANCE
K. B. PANDA1, N. SAHOO2
1, 2Utkal University, VaniVihar, Odisha, India
Page 51-56

1 MULTI INTUITIONISTIC FUZZY RW-CONTINUOUS MAPS AND MULTI INTUITIONISTIC FUZZY RW-IRRESOLUTE MAPS IN MULTI INTUITIONISTIC FUZZY TOPOLOGICAL SPACES
V.MURUGAN1,M. MARUDAI2, U.KARUPPIAH3

1Head of the Department of Mathematics, H.H.The Rajahs College, Pudukkottai, Tamilnadu, India.
2Head of Department of Mathematics, Bharathidasan University, Thiruchirappalli, Tamilnadu, India.
3Department of Mathematics, St. Joseph’s College, Tamilnadu, India.
Page 57-63

1 RAINFALL PREDICTION BY SEASONAL NEURAL NETWORKS ENHANCED WITH FIRST ORDER MARKOV MODELS
ARUMUGAM.P1* KARTHIK.S.M2
1,2Department of Statistics, Manonmaniam Sundaranar University Tirunelveli, India
Page 64-76

1 SPATIAL MODELS THE ANALYSIS OF b-CONVERGENCE AT MICRO-TERRITORIAL LEVEL
EMANUELE TAUFER, DIEGO GIULIANI, GIUSEPPE ESPA, MARIA M. DICKSON
Department of Economics and Management, University of Trento
Trento - Italy
Page 77-86

1 ANALYSIS OF NON-SUCCESSIVE OCCURRENCE OF DIGIT 4 IN PRIME NUMBERS TILL 1 TRILLION
NEERAJ ANANT PANDE
Associate Professr, Department of Mathematics & Statistics,
Yeshwant Mahavidyalaya (College), Nanded – 431602, Maharashtra, INDIA
Page 87-99

1 ON THE STRUCTURE EQUATION
LAKHAN SINGH1, SHAILENDRA KUMAR GAUTAM2
1Department of Mathematics, D.J. College, Baraut, Baghpat (U.P.), India
2Eshan College of Engineering, Mathura(UP),India
Page 100-102

1 COMMON FIXED POINT THEOREM FOR WEAKLY COMPATIBLE MAPPINGS WITHOUT CONTINUITY IN METRIC SPACES
SUSHIL SHARMA1, SERVET KUTUKCU2*, ATUL PATHAK3
1Department of Mathematics Madhav Science College Ujjain-456010, India
²Department of Mathematics Faculty of Science and Arts Ondokuz Mayis University Kurupelit,
Samsun, Turkey
3Department of Mathematics Mahakal Institute of Technology Ujjain, India
Page 103-106

OPTIMAL CONVEX COMBINATION BOUNDS OF ARITHMETIC AND
CENTROIDAL MEANS FOR NEUMAN-SÁNDOR MEAN
HE HAIBIN, LIU CHUNRONG
College of Mathematics and Information Science, Hebei University,
Baoding, P. R. China
Corresponding Author: He Haibin
Page 107-110

1 WEAK CONTRACTION IN CONE METRIC SPACES
GANESH KUMAR SONI, ANIMESH GUPTA
Department of Mathematics
Swami Vivekanand Govt. P.G. College, Narsinghpur (M.P.)
Page 111-117

1 SOME TRANSLATORS IN BIPOLAR VALUED FUZZY SUBSEMIRINGS OF A SEMIRING
V.SHANMUGAPRIYA1, K.ARJUNAN2
1,2Department of Mathematics, H.H.The Rajah’s College, Pudukkottai, Tamilnadu, India
Page 118-123

1 FURTHER RESULTS ON TOTAL DOMINATING COLOR TRANSVERSAL NUMBER OF GRAPHS
D.K.THAKKAR1, A.B.KOTHIYA2
1Department of Mathematics, Saurashtra University, Rajkot
2G.K.Bharad Institute of Engineering, Kasturbadham, Rajkot
Page 124-131

1 THE CHAIN PRODUCT ESTIMATOR WITH LINEAR COMBINATION OF TWO AUXILIARY VARIABLES
K. B. PANDA & S.S. PARIDA
Department of Statistics, Utkal University, Bhubaneswar, Odisha, India
Page 132-135

1 PGRW-OPEN MAP IN A TOPOLOGICAL SPACE
R. S. WALI1 , VIJAYAKUMARI T. CHILAKWAD2
1Department of Mathematics,Bandari & Rathi, College, Guledgudd, Bagalkot, Karnataka State, India
2Department of Mathematics,Government First Grade College, Dharwad, Karnataka State, India
Page 136-145

APPLICATION OF k-MEANS AND PARTITIONING AROUND MEDIODS (PAM) CLUSTERING TECHNIQUES ON MAIZE AND BEANS YIELD IN TANZANIA
JUSTINE NKUNDWE MBUKWA1., G.V.S.R. ANJANEYULU2
Department of Statistics, Acharya Nagarjuna University, Nagarjuna Nagar Guntur, Andhra Pradesh-
India
Page 146-158

1 CONTEMPORARY STATISTICAL MODELS IN EPIDEMIOLOGICAL STUDIES: A REVIEW
VINAY KUMAR
Department of Statistics
M.D. University, Rohtak (Haryana) -124001
Page 159-163

1 AN ALGORITHMIC APPROACH TO OBTAIN AN EDGE H-DOMINATING SET OF THE GRAPH
D. K. THAKKAR1, B. M. KAKRECHA2
1Department of Mathematics,Saurashtra University, Rajkot, Gujarat, India.
2Department of Mathematics,L. E. College, Morbi, Gujarat, India
Page 164-169

1 ON CAUCHY SEQUENCES IN INTUITIONISTIC FUZZY METRIC SPACES
SERVET KUTUKCU1*, SUNEEL KUMAR2
1Department of Mathematics, Ondokuz Mayis University 55139 Kurupelit, Samsun, Turkey
2Goverment Secondary High School Sanyasiowala PO-Jaspur 244712 (U.S. Nagar), Uttarakhand, India
Page 170-174

1 OPTIMAL CONVEX COMBINATION BOUNDS OF HARMONIC AND
CENTROIDAL MEANS FOR NEUMAN-SÁNDOR MEAN
HE HAIBIN1 , LIU CHUNRONG2
1, 2College of Mathematics and Information Science, Hebei University,
Baoding, 071002, P. R. China
Page 175-179

1 ON d', D, G-METRIC SPACES
SERVET KUTUKCU1*, HANDE POSUL2
1, 2Department of Mathematics, Ondokuz Mayis University 55139 Kurupelit, Samsun, Turkey
Page 180-183

1 SOME THEOREMS IN Q-TS-FUZZY IDEALS OF A RING
S. NAGANATHAN
Department of Mathematics
Sethupathy Government Arts College, Ramanathapuram, Tamilnadu, India.
Page 184-188

1 ON GENERALIZED METRIC SPACES
SERVET KUTUKCU1*, HANDE POSUL2
1, 2Department of Mathematics, Ondokuz Mayis University 55139 Kurupelit, Samsun, Turkey
Page 189-193

1 OPTIMAL CONVEX COMBINATION BOUNDS OF HARMONIC AND CONTRAHARMONIC MEANS FOR NEUMAN-SÁNDOR MEAN
HE HAIBIN1 , LIU CHUNRONG2
1, 2College of Mathematics and Information Science, Hebei University
Page 194-197

1 CLASSIFICATIONS IN FUZZY PSEODOMETRIC SPACES
SERVET KUTUKCU1*, ELIF AYDIN2
1,2Department of Mathematics, OndokuzMayis University 55139 Kurupelit, Samsun, Turkey
Page 198-201