12 Questions 22 Answers 0 Followers
Questions related from P. Baliarsingh
How to plot the surface $z= f(x,y)=\sum_{n=0}^100 x^{2-n}y^{n/2}$ for $0
06 June 2018 303 7 View
How we represent a triple sequence?
09 September 2017 9,169 2 View
As we know $I A=A$, where $A$ is a two dimensional matrix of order n and $I$ is the two dimensional identity matrix of order n, which contains 1 as diagonal positions and zero otherwise. If we...
07 July 2015 6,685 10 View
If a matrix has all elements in the lower triangular and the superdiagonal positions are non zero and zero otherwise, then can I name it?
01 January 2015 5,420 6 View
What is the limiting value of (sin x)^x as x tends to 0 ?
12 December 2014 1,217 0 View
We know square root of a matrix, but in general what is the fractional and non-integral power of a non zero matrix ?
09 September 2014 4,395 1 View
What is the meaning of Kernel in integral transform and is there any physical significance of it ?
08 August 2014 1,543 1 View
By backward and forward substitutions we calculate the inverse of a triangle. How far is it better than the determinant method concerning the running time?
04 April 2014 5,501 5 View
Although there are many singularities of Euler gamma function in negative real axis, but for the positive axis the function is well defined.
03 March 2014 2,449 9 View
Of course there are some concepts of fractional calculus that are co-related to fractal. But how are they geometrically related ?
03 March 2014 2,424 3 View
Although, the function e^{t^2} is not exponentially bounded and due to linearity of Laplace transform we may write L {(e^{t^2}}=L{1+t^2+(t^4)/2!+(t^6)/3!+....}...
02 February 2014 3,502 4 View
What is the half derivative of a function f(x), and hence that of sin x or cos x ?
11 November 2013 3,194 0 View
