LMFDB - The L-functions and modular forms database

Welcome to the LMFDB, the database of L-functions, modular forms, and related objects. These pages are intended to be a modern handbook including tables, formulas, links, and references for L-functions and their underlying objects.

OVERVIEW

This site lmfdb.org currently has a traffic classification of one hundred and sixty-five thousand six hundred and twenty-six (the smaller the superior). We have evaluated nineteen pages within the site lmfdb.org and found fifty-six websites referencing lmfdb.org. We have found two contacts and directions for lmfdb.org to help you correspond with them. This site lmfdb.org has been on the internet for six hundred and eighty-seven weeks, sixteen hours, forty minutes, and seventeen seconds.
Traffic Rank
#165626
Pages Analyzed
19
Links to this site
56
Contacts
2
Locations
2
Online Since
Sep 2011

LMFDB.ORG RANKINGS

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LMFDB.ORG HISTORY

This site lmfdb.org was created on September 02, 2011. It is currently six hundred and eighty-seven weeks, sixteen hours, forty minutes, and seventeen seconds young.
REGISTERED
September
2011

DOMAIN AGE

13
YEARS
2
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0
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LINKS TO BUSINESS

Homepage of Alexey Beshenov

I am a PhD student in the Number Theory Team. Of Institut de Mathématiques de Bordeaux. I am supported by the ALGANT. My PhD project is about zeta-values of arithmetic schemes and Weil-étale cohomology. My supervisor in Bordeaux is Baptiste Morin. And currently I am visiting Mathematical Institute at Leiden University. Where I am supervised by Bas Edixhoven. I am interested in number theory and arithmetic geometry.

mixedmath Explorations in math and number theory

Explorations in math and number theory. Math 100, Fall 2016. Notes from a talk at Tufts, Automorphic Forms Workshop. On 19 March I gave a talk at the 32nd Automorphic Forms Workshop, which ishosted by Tufts this year. The content of the talk concerned counting points on hyperboloids, and inparticular counting points on the three dimensional hyperboloid. Langle P h k, mu j rangle. Part of the theme of this.

Kiran S. Kedlaya

University of California, San Diego. La Jolla, CA 92093-0112. Some of the more useful parts of this site are linked from the navigation bar at left.

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CONTACTS

American Institute of Mathematics

American Institute of Mathematics

360 Portage Ave

Palo Alto, CA, 94306

US

David Farmer

David Farmer

American Institute of Mathematics

Palo Alto, CA, 94306

US

LMFDB.ORG HOST

We detected that the main root page on lmfdb.org took one hundred and forty-four milliseconds to stream. I could not detect a SSL certificate, so our web crawlers consider this site not secure.
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0.144 seconds
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NOT SECURE
Internet Address
130.211.24.123

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ns1.secure.net
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I discovered that this website is implementing the gunicorn/19.7.1 os.

TITLE

LMFDB - The L-functions and modular forms database

DESCRIPTION

Welcome to the LMFDB, the database of L-functions, modular forms, and related objects. These pages are intended to be a modern handbook including tables, formulas, links, and references for L-functions and their underlying objects.

CONTENT

This site lmfdb.org states the following, "The LMFDB is an extensive database of mathematical objects arising in Number Theory." Our analyzers noticed that the website stated " Ramanujan Delta function." The Website also stated " Search for objects with specific properties, or browse categories. Explore individual plots or view distributions of various objects. Examples GL4 Level one Maass forms,. Isogeny graph of elliptic curve 102. This project is supported by grants."

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