Since last 15 years, I am working on Special Functions and their applications. Recently, number of applications of special functions found in many fields. Now, I am interested in extensions of special functions? Those are interested please contact to me at
Dear Prof. Agarwal
I am interested in fractional extensions of some special functions specially orthogonal polynomials, also I do research in generalisations of Mittag-Leffler functions and applications to fractional calculus operators
I'm interested in numerical computations for large values of the arguments of the most important.
I am interested and I am working at applications of hypergeometric functions
Hi, I am interested in the generalization of the elliptic functions and its application to rigid body dynamics.
I used Heun's functions in some applications, and recently, I encountred a differential equation with five regular singular points, which is a generalization of the heun's differential equation (D. Bouaziz, Annals. Phys, 355 (2015) 269, Kratzer molecular potential in quantum mechanics with a generalized uncertainty principle).
So, I will be interested to applications of such extensions in mathematical physics.
Dear Professor Agarwal,
We study q-deformations of special functions. In particular, we have certain concrete problem related to q-deformation of Chebyshev polynomial arising in tight-binding model on a honeycomb lattice with boundaries. ln case of interest overlap, please contact on
Dear Professor Agarwal,
I used special functions in some applications, in particular for transport equation, I will be interested to applications of such extensions in fractional calculus.
AK
I am very interested. In my thesis I solve over-determined problems and during the solvability of the so called over-determined condition we also meet a special function. Recently, we made use of the Confluent Heun Function. So I am very interested and you can send me all the files that will help us. [email protected]
Dear Prof. Agarwal
I am interested in fractional extensions of some special functions specially orthogonal polynomials, also I do research in generalisations of Mittag-Leffler functions and applications to fractional calculus operators
Dear All,
Thanks for your interests. If you are interested then
contact to me at
Best regards,
Professor Pahirya, if any of your continued fractions papers are translated into English you might consider posting them in "Communications in the Analytic Theory of Continued Fractions":
http://www.coloradomesa.edu/math-stat/catcf/index.html
I just thought I would mention this possibility.
JG
Professor John Gill. I hope soon to write an article for "Communications in the Analytic Theory of Continued Fractions".
Dear Prof. Gill,
thanks for your message.
I am very happy to inform you that we are going to organizing
the 24TH INTERNATIONAL CONFERENCE ON FINITE OR INFINITE
DIMENSIONAL COMPLEX ANALYSIS AND APPLICATIONS (http://anandice.ac.in/24icfidcaa-2016/)
at Anand International College of Engineering, Jaipur, from 22-26 August 2016".
I invite you to join us.
Best regards,
PA
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