Study on Detour Distance and Self Centered Graphs
This research looks at the detour distance of a graph, as well as the issues that come with it. We look at graph detour eccentricity and average detour eccentricity, as well as some of the characteristics that connect self-centered graphs to detour distance. A tree characterisation is also provided.
K. R. Sandeep Narayan
Department of Mathematics, V.T.Bhattathiripad College, Mannampatta, Palakkad, Kerala, 678633, India.
M. S. Sunitha
Department of Mathematics, National Institute of Technology, Calicut, India.
View Book:- https://stm.bookpi.org/RAMRCS-V2/article/view/4452
Questions on Coloring
We present few thoughts about coloration an arbitrary outline. Some questions are posed. We do not determine answers. In the...
A Brief Account on Special Trilinear Functions and their Applications
Based on prior works on distinctive bilinear functions (SBF), we present their use in evaluating Chebyshev polynomials appearance the beauty...
Diving into Linux Malware: A Review
Since any decades ago, malicious programs for Windows-located operating systems have happened a problem for the security manufacturing around the...
Edge-Domsaturation Number of a Graph: A Mathematical Approach
The edge-domsaturation number ds' (G) of a diagram G=(V,E) is the least natural number k such that all edge of...
On Strong and Weak Transcendental Numbers
The idea of complex numbers is intimately had connection with the Fundamental Theorem of Algebra and is at the very...
Obtaining Concise Formulae on Bernoulli Polynomials-Numbers and Sums of Powers-Faulhaber Problems
Utilizing the rewording operator exp (aμz) to show Bernoulli polynomials Bm(z) and power sums Sm(z,n) as polynomials of Appell-type ,...