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Vol.3.Issue.1 (Jan-March) 2015 Released-CALL FOR PAPERS ijoer

Current issue: Vol.3 Issue.1.2014

Author Article detail  
Neeraj Some Common Fixed Point Theorems for Pair of Non Commuting Expansive Type Mappings in Hilbert Space
NEERAJ MALVIYA*1, GEETA AGRAWAL2
1*NRI Institute of Information Science and Technology, Bhopal , India. 2 Govt. M.V.M College, Bhopal, India.
Page: 1-7
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USHA INTEGRAL SOLUTIONS OF THE BINARY QUADRATIC EQUATION
1
S.VIDHYALAKSHMI1, M.A.GOPALAN2, T.R.USHARANI*3
1,2,3Department of Mathematics,Shrimati Indira Gandhi College,Trichy
Page:8-12 pdf
SWAPAN PROJECTIVES IN CATEGORIES OF HAUSDORFF U-SPACES
NASIMA AKHTER1, SUBRATA MAJUMDAR2 AND SWAPAN KUMAR DAS3*
1Professor of Mathematics, University of Rajshahi, Rajshahi, Bangladesh
2Retd. Professor of Mathematics, University of Rajshahi, Rajshahi, Bangladesh
117/2, BIHAS, P.O.- Binodepur Bazar, Rajshahi, Bangladesh
3Associate Professor of Mathematics, University of Development Alternative (UODA), House No.- 80, Satmajid Road, Dhanmondi, Dhaka-1209, Bangladesh
Page:13-24 pdf
SHI ON THE HYPER-WIENER INDEX OF THORNY-WHEEL GRAPHS

SHIGEHALLI V. S1*, SHANMUKH KUCHABAL2
1Professor, Department of Mathematics, Rani Channamma University,
Vidya Sangama, Belagavi, India.
2Research Scholar, Department of Mathematics, Rani Channamma University,
Vidya Sangama, Belagavi, India.
Page:25-33 pdf
SWAPAN CONNECTEDNESS IN U- SPACES

SWAPAN KUMAR DAS1* NASIMA AKHTER2 AND SUBRATA MAJUMDAR3
1Associate Professor of Mathematics, University of Development Alternative (UODA),
*corresponding author
2Professor of Mathematics, University of Rajshahi, Rajshahi, Bangladesh
3Retd. Professor of Mathematics, University of Rajshahi, Rajshahi, Bangladesh
Page:34-40 pdf
Subbareddy OPTIMAL INVENTORY FOR CLEARANCE- TYPE OF SALES SITUATION
(PREVAILING IN DEVELOPING COUNTRIES LIKE INDIA)
C.SUBBA REDDY
Department of Statistics, S.K.R & S.K.R Government College for Women,
Kadapa-516001, Y.S.R. District, A.P. India
Page:41-46pdf
Malli A COMMON FIXED POINT THEOREM FOR TWO SELF MAPS IN CONE RECTANGULAR
METRIC SPACE
MALLIKARJUN REDDY.P¹*, RANGAMMA.M²
1,2Department of Mathematics, Osmania University
Hyderabad, Telangana, India.
Page:47-53pdf
Khushboo SUFFICIENCY AND DUALITY IN NONDIFFERENTIABLE MULTIOBJECTIVE FRACTIONAL
PROGRAMMING PROBLEMS USING (Hp,r)-INVEX FUNCTIONS
KHUSHBOO
UNIVERSITY OF DELHI, DELHI, INDIA
Page:54-61pdf