Back close

Dr. Radha Iyer R.

Associate Professor, Department of Mathematics, School of Physical Sciences, Coimbatore

Qualification: MPhil, MSc, Ph.D
r_radhaiyer@cb.amrita.edu
Dr. Radha Iyer R.'s Google Scholar Profile
Scopus ID
Research Interest: Graph Theory

Bio

Dr. Radha Iyer R. currently serves as Associate Professor in the Department of Mathematics,School of Physical Sciences, Coimbatore Campus. Her areas of research include Graph Theory.

 

Publications

Journal Article

Year : 2018

Results on the inverse domination number of some class of graphs

Cite this Research Publication : T. G. Jayasree and Dr. Radha Iyer R., “Results on the inverse domination number of some class of graphs”, International Journal of Mechanical Engineering and Technology, vol. 9, 995 vol., pp. 995-1004, 2018.

Publisher : International Journal of Mechanical Engineering and Technology

Year : 2017

On the hyper-zagreb index of some operations on graphs

Cite this Research Publication : Va Anandkumar and Dr. Radha Iyer R., “On the hyper-zagreb index of some operations on graphs”, International Journal of Pure and Applied Mathematics, vol. 112, pp. 239-252, 2017.

Publisher : International Journal of Pure and Applied Mathematics

Year : 2016

Zagreb index of the Total graphs of Graphs

Cite this Research Publication : Dr. Radha Iyer R. and Anandkumar, V., “Zagreb index of the Total graphs of Graphs”, Journal of Applied Sciences Research, vol. AENSI, pp. 59-64, 2016.

Publisher : Journal of Applied Sciences Research, AENSI Publication.

Year : 2012

The Total Minimal Dominating Graph, Advances in Domination Theory I

Cite this Research Publication : Dr. Radha Iyer R., “The Total Minimal Dominating Graph, Advances in Domination Theory I”, Vishwa International Publications, 2012.

Publisher : Vishwa International Publications

Year : 2012

THE TOTAL MINIMAL DOMINATING GRAPH

Cite this Research Publication : R. R. Iyer, “THE TOTAL MINIMAL DOMINATING GRAPH”, 2012.

Year : 2012

The regular number of a graph

Cite this Research Publication : A. Ganesan and Iyer, R. R., “The regular number of a graph”, Journal of Discrete Mathematical Sciences and Cryptography, vol. 15, pp. 149–157, 2012.

Publisher : Journal of Discrete Mathematical Sciences and Cryptography

Year : 2012

Inverse vertex covering number of a graph

Cite this Research Publication : V. R. Kulli and Iyer, R. R., “Inverse vertex covering number of a graph”, Journal of Discrete Mathematical Sciences and Cryptography, vol. 15, pp. 389–393, 2012.

Publisher : Taylor & Francis

Year : 2011

The Split Edge Domination Number of a Graph

Cite this Research Publication : R. R. Iyer and Kulli, V. R., “The Split Edge Domination Number of a Graph”, Ultra Scientist, vol. 23, pp. 190–194, 2011.

Publisher : Ansari Education Society, Bhopal, India

Year : 2005

Women entrepreneurs in the NGO sector in India

Cite this Research Publication : R. R. Iyer, “Women entrepreneurs in the NGO sector in India”, 2005.

Publisher : Centre for Research in Entrepreneurship Education and Developmen

Year : 2001

Regular number of a graph

Cite this Research Publication : V. R. Kulli, Janakiram, A., and Iyer, R. R., “Regular number of a graph”, Journal of Discrete Mathematical Sciences and Cryptography, vol. 4, pp. 57–64, 2001.

Publisher : Taylor & Francis

Year : 1999

The cototal domination number of a graph

Cite this Research Publication : V. R. Kulli, Janakiram, B., and Iyer, R. R., “The cototal domination number of a graph”, Journal of Discrete Mathematical Sciences and Cryptography, vol. 2, pp. 179–184, 1999.

Publisher : Taylor & Francis

Year : 1998

Split bondage numbers of a graph

Cite this Research Publication : V. R. Kulli, Janakiram, B., and Iyer, R. R., “Split bondage numbers of a graph”, Journal of Discrete Mathematical Sciences and Cryptography, vol. 1, pp. 79–84, 1998.

Publisher : Taylor & Francis

Admissions Apply Now