jpolak.org

Jason Polak

PhD in Mathematics interested in pure algebra and number theory, among other things.
history traffic contact

OVERVIEW

The web site jpolak.org currently has a traffic classification of zero (the smaller the superior). I discovered one contacts and directions for jpolak.org to help you connect with them. The web site jpolak.org has been on the internet for eight hundred and twenty weeks, twenty-three days, four hours, and thirty-three minutes.
Contacts
1
Addresses
1
Online Since
Oct 2008

JPOLAK.ORG TRAFFIC

The web site jpolak.org has seen alternating quantities of traffic all through the year.
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JPOLAK.ORG HISTORY

The web site jpolak.org was registered on October 05, 2008. It is currently eight hundred and twenty weeks, twenty-three days, four hours, and thirty-three minutes young.
REGISTERED
October
2008

WEB PAGE SPAN

15
YEARS
8
MONTHS
23
DAYS

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WHAT DOES JPOLAK.ORG LOOK LIKE?

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CONTACTS

Whois Privacy Protection Service, Inc.

Whois Agent

PO Box 639

Kirkland, WA, 98083

US

1.4252740657
hbpnfqlrlj@whoisprivacyprotect.com

JPOLAK.ORG SERVER

Our parsers discovered that the main root page on jpolak.org took two hundred and nineteen milliseconds to download. I could not find a SSL certificate, so therefore our web crawlers consider jpolak.org not secure.
Load time
0.219 secs
SSL
NOT SECURE
Internet Protocol
76.74.229.4

NAME SERVERS

ns119.canadianwebhosting.com
ns120.canadianwebhosting.com

BROWSER IMAGE

SERVER OS AND ENCODING

We revealed that this website is implementing the Apache os.

HTML TITLE

Jason Polak

DESCRIPTION

PhD in Mathematics interested in pure algebra and number theory, among other things.

PARSED CONTENT

The web site jpolak.org states the following, "I am a postdoctoral fellow at the University of Melbourne until June 2018." We noticed that the website stated " I am currently looking for a new job." It also said " What kind of research do I do? Heres an idea did you know that the polynomial function fx x. Permutes the elements of Z. 9 the integers modulo nine? Not all polynomials permute the elements of the underlying coefficient ring. The ones that do are called permutation polynomials, and for finite coefficient rings the corresponding permutations form a group! Group of a fi." The header had mathematics as the highest ranking optimized keyword. This keyword is followed by photography, australian birds, and programmer which isn't as urgent as mathematics. The other words jpolak.org used was algebra. number theory is included but could not be understood by search parsers.

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