Prasanth G. Narasimha-Shenoi

26 Questions 67 Answers 0 Followers

Questions related from Prasanth G. Narasimha-Shenoi

Which book is good for basic learning of Mathematics Picture Language?

I want to know more about "Mathematics Picture Language" Can anybody suggest a introductory Text book for the same

09 September 2018 2,955 0 View

Can anybody give a basic book on semigraphs?

A basic introductory book on serigraphs is needed

08 August 2018 3,589 1 View

Can anybody give a book on C* Algebra and modern graph theory which is good for the beginners or some articles related to Graphs Theory and C*algebra?

Can anybody give a book on C* Algebra and modern graph theory which is good for the beginners? I want to study the interplay

01 January 2018 6,851 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...

05 May 2016 1,925 1 View

How can we define an infinite norm?

I want to know how the quantum mechanics persons tell about infinite norms. Norm is not infinite.

06 June 2015 7,525 3 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?

10 October 2014 9,976 7 View

Suppose R is a commutative ring with identity. Such that for all a in R there exists a unique b, such that aba=a. Show that R is an Integral domain.

Suppose R is a commutative ring with identity. Such that for all a in R there exists a unique b, such that aba=a. How will we show that R is an Integral domain.

10 October 2014 2,863 4 View

Let N be any integer. Consider the collection of all partitions of N, Is ther anything related has studied?

Let N be any integer. Consider the collection of all partitions of N, Is there anything related has been studied? If not ? can we create some kind of Graphs?

10 October 2014 9,036 1 View

About Block Duplicate Graphs

Can any one define, Block Duplicate graphs. The definition other than given in the paper " Block duplicate graphs and a hierarchy of chordal graphs" by M.C. Golumbic and , U.N. Peled

09 September 2014 3,166 0 View

About Lattice theory

Can anybody tell me what is a basic book on posets/ lattices, which is helpful for under graduate students...

07 July 2014 3,497 2 View

Can anyone help me with a problem with a polynomial and a matrix?

Consider the Polynomial x^2+x+1=0 coefficients from the set of real numbers. Let S be the set of all 2 by 2 matrices with integer entries. How many elements of S will satisfy the equation?

06 June 2014 1,887 6 View

What are the recent trends in linear algebra?

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

04 April 2014 6,417 6 View

Do you know an example of a space U^\perp\perp that is not a subset of U with following conditions? Can it be from l^2?

X is an Inner product space and U is a subset(space) of X. U^\perp is the space of all vertices orthogonal to all the elements of U. Give an example of a space U^\perp\perp is not a subset of U....

04 April 2014 2,320 2 View

Can someone advise on programming in Python?

I had a very simple program written in Python 2.6: As follows z=[1.2,2.3,3.6] and asked to print z, the out was [1.2, 2.2999999999996,3.599999999996]. I am wondering what is the property of 1.2, i...

01 January 2014 7,271 5 View

Can anybody suggest some good journals that publish results on random graph theory?

12 December 2013 937 0 View

Pythagorean graphs?

Does anybody have a good book or articles, an introductory one, on the Pythagorean graphs?

11 November 2013 2,290 14 View

Is there a book on Pythagorean trees?

I want to read about Pythagorean trees, does anybody suggest good books or related literature.

11 November 2013 2,910 2 View

How can we show that $H$ is a subgroup?

Let G be a group. and H is a finite subset of G which is closed under the binary operation of G. Can anyone suggest a book?

10 October 2013 1,339 8 View

For a group containing a countable number of elements, how many distinct subgroups are there?

I wanted to know how many distinct number of subgroups are there for a group containing countable number of elements. Z under addition is countable and it has countable number of subgroups.

10 October 2013 8,160 5 View

About online test

I wanted to conduct online test to my students, SO that it cut the cost , and it saves nature...Moodle is one option, But i have no servers... So, if there is any software which is open, then I am...

07 July 2013 9,669 2 View

Could someone tell me how to find the number of all non-isomorphic simple non-isomorphic trees (graphs) with n vertices?

...

06 June 2013 6,393 1 View

How can I install the NetworkX package for python in Ubuntu?

03 March 2013 3,497 3 View

How can I trace curves in python programming?

How can I trace curves in python programming. Does It give a plot? I know how to plot, but I want to trace the plot by another point.

02 February 2013 3,311 5 View

Graph drawing using Python

Is it possible for us to draw graphs (the graph theory) using Python? We can give the plots, but will it be good?

02 February 2013 1,141 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?

02 February 2013 9,286 3 View

What is the relationship between Mathematics and Music ?

While reading, some algebra, an idea came to my mind that why don't we study the relationship between Mathematics and Music? Especially the notes? Can anybody help or shall we work?

01 January 2013 7,558 9 View