Synthical

Your space

Activity

Favorites

Account

Folders

Feeds

Contacts

About

Show similar

From arXiv

On asymptotic constants related to products of Bernoulli numbers and factorials

We discuss the asymptotic expansions of certain products of Bernoulli numbers and factorials, e.g., \[ \prod_{\nu=1}^n |B_{2\nu}| \quad \text{and} \quad \prod_{\nu=1}^n (k \nu)!^{\nu^r} \quad \text{as} \quad n \to \infty \] for integers

k \geq 1

and

r \geq 0

. Our main interest is to determine exact expressions, in terms of known constants, for the asymptotic constants of these expansions and to show some relations among them.

Simplify

Updated on October 18, 2009

Copy BibTeX

Edited 2 times

Loading...

There is no AI-powered summary yet, because we do not have a budget to generate summaries for all articles.

1. Buy subscription

We will thank you for helping thousands of people to save their time at the top of the generated summary.

If you buy our subscription, you will be able to summarize multiple articles.

Pay $8

≈10 summaries

Pay $32

≈60 summaries

2. Share on socials

If this article gets to top-5 in trends, we'll summarize it for free.

Copy link

Content

Summary