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Dr. K. M. Nagaraja, MSc., Ph.D
Dr. K. M. Nagaraja, MSc., Ph.D
Associate Professor, Department of Mathematics, JSS Academy of Technical Education, Bangalore-560060
Verified email at jssateb.ac.in
Title
Cited by
Cited by
Year
A simple proof strengthening and extension of inequalities
KM Nagaraja, V Lokesha, S Padmanabhan
Advanced studies in contemporary Mathematics 17 (1), 97-103, 2008
292008
alpha-Centroidal mean and its dual
KMNPSK Reddy
Proceedings of the Jangjeon Math. Soc 15 (2), 163-170, 2012
16*2012
Relation between Greek means and various means
YS V.Lokesha, Padmanabhan.S, K.M.Nagaraja
General Mathematics 17 (3), 3-13, 2009
142009
Schur Harmonic Convexity of Stolarsky extended mean values
KMNSK Sahu
Scientia Magna 9 (2), 22-34, 2013
12*2013
Gnan mean for two variables
KMN V Lokesha, ZH Zhang
Far East Journal of Applied Mathematics 31 (2), 263-272, 2008
11*2008
New inequalities on the homogeneous functions
YS V Lokesha, KM Nagaraja
Journal of the Indonesian Mathematical Society 15 (1), 49-59, 2009
102009
Relation between series and important means
VLKM Nagaraja
Advances in Theoretical and Applied Mathematics 2 (1), 31-36, 2007
10*2007
A Note on power mean and generalized contra-harmonic mean
KM Nagaraja, PSK Reddy
Scientia Magna 8 (3), 60-62, 2012
92012
Double inequalities on means via quadrature formula
KMNPSK Reddy
Notes on Number Theory and Discrete Mathematics 18 (1), 22-28, 2012
9*2012
IMPROVEMENT OF HARMONIC AND CONTRA HARMONIC MEAN INEQUALITY CHAIN
RCLJ K.M. Nagaraja, K. Murali
International Journal of Pure and Applied Mathematics 114 (4), 771-776, 2017
82017
Schr convexitie and concavity of Gnan mean
KM Nagaraja, K Murali, V Lokesha
Proceedings of the Jangjeon Mathematical Society 17 (3), 355-367, 2014
82014
Schur convexity and concavity of Gnan mean
KMVL K M Nagaraja
Proc. Jangjeon Math. Soc 17 (3), 355-367, 2014
82014
SCHUR HARMONIC CONVEXITY OF GNAN MEAN FOR TWO VARIABLES
KS K. M. Nagaraja, P. Siva Kota Reddy
JOURNAL OF THE INTERNATIONAL MATHEMATICAL VIRTUAL INSTITUTE 3, 61-80, 2013
82013
Generalization of α-Centroidal Mean and its Dual
SKS K. M. Nagaraja , P. Siva Kota Reddy
Iranian Journal of Mathematical Sciences and Informatics 8 (2), 39-47, 2013
8*2013
REFINEMENT OF INEQUALITY INVOLVING RATIO OF MEANS FOR FOUR POSITIVE ARGUMENTS
BN K. M. Nagaraja, P. Siva Kota Reddy
BULLETIN OF INTERNATIONAL MATHEMATICAL VIRTUAL INSTITUTE 3 (2), 135-138, 2013
62013
STOLARSKY’S EXTENDED FAMILY TYPE MEAN VALUES
PSKRSKS K. M. Nagaraja
Bull. Pure Appl. Math. 6 (2), 255-264, 2012
62012
SCHUR CONVEXITY OF STOLARSKY’S EXTENDED MEAN VALUES
K MURALI, KM NAGARAJA
JMI 10 (3), 725–735, 2016
52016
Schur Geometric Convexity for Ratio of Difference of Means
KMNSP V. Lokesha, B. Naveen Kumar
Journal of Scientific Research & Reports 3 (9), 2014
52014
SCHUR GEOMETRIC CONVEXITY OF GNAN MEAN FOR TWO VARIABLES
KMNSK Sahu
JOURNAL OF THE INTERNATIONAL MATHEMATICAL VIRTUAL INSTITUTE 3, 39-59, 2013
52013
N. kumar, Y.-D. Wu, Shur convexity of Gnan mean for positive arguments
V Lokesha, KM Nagaraja
Notes Number Theory Discrete Math 17, 37-41, 2011
52011
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