Prasanth G. Narasimha-Shenoi

16 Questions 43 Answers 0 Followers

Questions related from Prasanth G. Narasimha-Shenoi

Can anybody give a basic book on semigraphs?

A basic introductory book on serigraphs is needed

07 August 2018 2,685 1 View

How can we Show that a set of axioms are independent?

I have a set of axioms. I want to prove each axiom is independent of others. I mean an axiom is not implied by a single axiom, or a combination of axioms. I think we need examples. If so how...

02 May 2016 2,552 1 View

Let N be any integer. Can we define some graphs with vertex set as the partitions of N?

Let N be any integer. Can we define some graphs with vertex set as the partitions of N? If so, is there any literature is available?

29 October 2014 2,672 5 View

Let A & B be two square matrices such that A^2 is not equal to B^2, A is not equal to B but A^3=B^3 & A^2B=AB^2. What is determinant of A^2-B^2?

If A and B Are non-singular then we have determinant of (A^2-B^2)=-determinant of AB , Am I correct? If so, then the problem is If A and B are singular, how can we prove?

17 May 2014 2,571 15 View

What are the recent trends in linear algebra?

What are the current research interests in linear algebra? Can anyone tell me specifically?

19 April 2014 763 5 View

Can anybody tell me what the properties of symmetric even graphs are, and their references?

Symmetric even graphs have these properties. For every x there exists a unique antipodal vertex. And all vertices have the same eccentricity the diameter of G.

19 March 2014 534 4 View

Can anybody tell me what the current situation in the hierarchical product of graphs is?

Can anybody tell me what the current situation in the hierarchical product of graphs is? Are there any articles on this?

17 March 2014 10,028 4 View

Is there any metric in which the set of real numbers R is compact?

I want to check those metrics in which the set $R$ of real numbers is compact! Note that if that metric is induced from a norm, then R with that metric is not compact.

13 March 2014 8,328 27 View

Does the collection of all self adjoint operators have any property?

There are unitary, self adjoint and normal operators in operator theory. Do each collection posses nice property?

12 February 2014 7,640 16 View

Can we say that a linear space X is not reflexive?

Suppose X be a linear space. My question is: How can we say that X is not reflexive in any norm. Reflexive means X is linearly isometric to its second dual X''

30 January 2014 4,826 9 View

Literature on Directed Wiener Index?

Can anybody give us ideas or literature on the directed wiener index?

16 January 2014 4,359 3 View

How to insert an image as front cover and back cover using latex?

One of my students is writing a book in latex with book class. Everything is finished, but now he wants to insert two images in jpeg format as front and back covers, I am not able to insert these.

15 January 2014 9,725 22 View

How does one install Sage in Linux Mint, so that I can incorporate SAGETEX with LATEX?

I want to work sage pictures with my latex articles.

31 October 2013 3,254 1 View

Bilinear forms - any suggestions?

I gave my masters project on "Bilinear forms." It's a transformation from XxX and linear in both coordinates. I wanted to know what problems can be discussed in this?

24 September 2013 339 9 View

Is it possible for us to have the different versions of the Krein Milman Theorem?

Is it possible for us to have the different versions of the above theorem, in convexity, functional etc. Also any applications is invited. Also If you have some papers on this please give me...

11 September 2013 3,067 3 View

Let $G$ be a groupoid, how is it possible for us to show that two binary operations are the same?

$G$ is a groupoid but not semigroup. On $G$ we can define so many binary operations. Is there any way we can show that at least two binary operations are the same?

06 February 2013 4,726 3 View