I’m learning with Particular Features in Arithmetic.
I’m on the lookout for spesific and perhaps a little bit bit undiscovered features on this space.
I need to ask you that if in case you have studied with Particular features what have you ever most popular as a analysis matter?
i do know that Bessel Features,Hypergeometric collection and Chebyshev polinomials are particularly well-known and have been studied a lot.However my opinion is These features appears very classical. i want completely different one thing.as a result of i need to add various things to literature.
I seemed that Wierstrass Elliptic Features ,Barnes G Features , Meijer G Features , Polygamma Digamma , Mittag Leffer in my researchs and need to ask what about Mathieu – Spherodial, H Features and Lame Features?
Might you additionally give some advices and provides some referrences(books,article and so on.)about particular features and advanced evaluation?
i’m additionally open to a different Areas of all Evaluation. You Might give completely different concepts and views.
Thanks in your helps.