DEPARTMENT OF MATHEMATICS
SCHOOL OF TECHNOLOGY
GITAM UNIVERSITY, HYDERABAD
Dr. K. R. Koteswara Rao M.Sc., Ph.D.
Assistant professor
Department of Mathematics
GITAM School of Technology
HYDERABAD
GITAM University
TELANGANA-502329
INDIA
Research Interest
Fixed Point Theory
Thrust Areas of Resarch
Different types of fixed Points
PUBLICATIONS
2016
26) K.P.R.Rao, K.R.K.Rao, K.V.Siva Parvathi, Unique Common Fixed Points For Maps With - Contractive
Condition In -Spaces, Gazi University Journal of Scince(Scopus), (Accepted)
25) K.P.R.Rao, K.R.K.Rao and I. Imdad, A Suzuki type unique common fixed point theorem for two pairs of
hybrid maps under a new condition in partial metric spaces Demonstratio Mathematica, Vol 49, No. 1,
2016, 79 - 94 (Scopus)
2015
24) K.P.R.Rao, K.V.Siva Parvathi, K.R.K.Rao, Suzuki Type Common Coupled Fixed Point for a Pair of
w-compatible Maps in Partial G-Metric Spaces, International Journal of Innovative Research in
Science, Engineering and Technology, Vol. 4, Issue 5, May 2015.
23) K.P.R.Rao, I. Altun, K.R.K.Rao and N. Srinivasarao, A Common Fixed Point Theorem for Four Maps
under (\phi-\psi) Contractive Condition of Integral Type in Ordered Partial Metric Spaces,
Mathematical Science Letters, 4, No. 1, 25-31 (2015).
2014
22) K.P.R.Rao and K.R.K.Rao , Unique common fixed point theorems for Pairs of hybrid maps under a new
condition In partial metric spaces, Demonstratio Mathematica, Vol. XLVII, No 3 , 714 – 724, 2014
(Poland). (Scopus)
21) K.P.R.Rao, K.R.K.Rao and S.Sedghi, Common coupled fixed point theorems in fuzzy metric spaces, Gazi
University Journal of Scince, Vol. 27, No. 2, 2014 (Turkey), 739-745. ISSN: 1303-9709. (Scopus)
20) K.P.R.Rao and K.R.K.Rao , A suzuki type fixed point theorem for a hybrid pair of maps in partial
hausdorff metric spaces, Euresian Mathematical Journal, Volume 5, Number 3 (2014) (Russia), 93 –
101 ( ISSN : 2077-9879) (Scopus)
19) K.P.R.Rao, K.R.K.Rao and H.Aydi, A Suzuki type unique common tripled fixed point theorem and
application to dynamic programming, Journal of Advanced Mathematics and applications, Vol. 3, No.2,
1-8, 2014, ISSN: 2156-7565(P), EISSN: 2156-7557(online).
2013
18) K.P.R.Rao and K.R.K.Rao, A common tripled fixed point theorem for Jungck type mappings in G- metric
spaces, Gazi University Journal of Science, Vol. 26, no. 3, (2013), 363 – 368. (Turkey). ISSN: 1303 –
9709. (Scopus)
17) K.P.R.Rao and K.R.K.Rao, A triple fixed point theorem for multi map in a Hausdorff fuzzy metric
space, Journal of Mathematics, Vol. 2013, (2013) Article ID 812153, 6 pages. (USA ) , ISSN: 2314 - 4785 .
16) K.P.R.Rao and K.R.K.Rao, A Common fixed point theorem for two hybrid pairs of mappings in b-metric
spaces, International journal of Analysis , Volume 2013, (2013) Article ID 404838, 4 pages. (USA ) ,
ISSN: 2314 - 4998 .
15) K.P.R.Rao and K.R.K.Rao, Coupled coincidence point theorems for (, α, β) -weak contractions in
partially ordered partial metric spaces, Punjab University Journal of Mathematics, Vol. 45, (2013),
51– 62. ( Pakistan). ISSN:1016 – 2526.
14) K.P.R.Rao, K.R.K.Rao and H.Aydi, A Suzuki type unique common fixed point theorem for hybrid pairs
of maps under a new condition in partial metric spaces, Mathematical Sciences (Springer open
Journal), Vol. 2013, 7 : 51. ( Germany). ISSN: 2251 – 7456.
13) K.P.R.Rao, K.R.K.Rao and V.C.C. Raju, A Suzuki type unique common coupled fixed point theorem in
metric spaces, International Journal of Innovative Research in science, Engineering and
Technology(IJIRSET), Vol. 2, Issue 10, Oct-2013, pp. 5187-5192. ISSN: 2319 – 8753.
12) K.P.R.Rao, K.R.K.Rao, Coupled Coincidence Point And Coupled Fixed Point Theorems For Weak
Generalized Meir-Keeler Type Contractions In Ordered Partial Metric Spaces, Kathmandu University
Journal Of Science, Engineering And Technology Vol. 9, No. II, December, 2013, pp 80-93.
(ISSN: 1816 – 8752).
11) K.P.R.Rao, K.R.K.Rao and N. Srinivasarao, Unique common fixed point theorems for single and set
valued maps, Carib. J. Sci. Tech., Vol. 1, 2013, 151-159. ISSN: 0799-3757.
2012
10) K.P.R.Rao, K.R.K.Rao and Erdal Karapinar, Common coupled fixed point theorems in d- complete
topological spaces, Ann. Funct. Anal., 3, no. 2, (2012), 107 - 114. (Iran) , ISSN : 2008 – 8752. (SCI)
(Scopus)
9) M.S. Khan, K.P.R. Rao and K.R.K. Rao, Some fixed point theorems in symmetric G-cone metric spaces,
Eurasian Mathematical Journal, vol. 3, no. 2 (2012), 85 - 93. (Russia) ISSN: 2077-9879. (Scopus)
2011
8) M.S.Khan, K.P.R.Rao and K.R.K.Rao, Some fixed point theorems in D*-cone metric spaces, Journal of
Advanced Studies in Topology, vol. 2, no. 2, (2011), 37 - 45. (Egypt), ISSN : 2090 - 8288.
7) K.P.R.Rao and K.R.K.Rao, Common and related fixed point theorems for six maps in symmetric G-metric
spaces, Journal of Advanced Research in Pure Mathematics, vol.3, issue 3, (2011), 96 - 107. (USA), ISSN:
1943 - 2380.
6) K.P.R.Rao, K.R.K.Rao and V.C.C.Raju, Common fixed point theorems in fuzzy metric space for single and
set-valued M-maps, International Journal of Mathematical Archive, Vol. 2, (4) (2011), 503 - 511. (India),
ISSN : 2229 - 5046 .
2010
5) K.P.R.Rao, K.R.K.Rao and J.Rajendra Prasad, A unique common fixed point theorem for six maps in D*
-cone metric spaces, Gen. Math. Notes, vol. 1, no. 2, (2010), 96 - 107. (Jordan). ISSN: 2219 - 7184.
2009
4) K.P.R.Rao, and K.R.K.Rao, Common fixed point theorems for four self maps in a metric space using
condition (P) or (P1) or (P2) and 2- compatible or strongly partially commuting maps, Pure and Applied
Mathematika Sciences, Vol. LXX, No. 1-2, Sep-2009, 24 – 33.
2007
3) K.P.R.Rao, K.R.K.Rao and T. Ranga Rao, Common fixed point theorems in sequentially compact fuzzy
metric spaces, International Mathematical Forum, Vol. 2, No. 51, 2007, 2543-2549.
2006
2) K.P.R.Rao, K.R.K.Rao and V.C.C. Raju, Common fixed points for maps in D-metric space using strongly
tangential and orbitatally lower semi-continuity conditions, Journal of Chungcheong Mathamatical
Society(CHAINA), Vol. 19, No. 1, Mar-2006, 1-8.
2005
1) K.P.R.Rao, Bijendra Singh and K.R.K.Rao, On some fixed point theorems in S-Fuzzy metric spaces,
Varahmihir Journal of Mathematical Sciences(UJJAIN), Vol. 5, No. 2, 2005, 429- 438. ISSN: 0972 – 7329.