n-ham github.io

nham - index

This is the personal site of Nicholas Ham. I recently handed my mathematics doctoral thesis in to the University of Tasmania, which I did under the supervision of Des FitzGerald utas profile. And Peter Jarvis personal site. My thesis focusses on the planar modular partition monoid, which I stumbled across independently after examining the monoids generated when replacing the diapses in well-known generators of the Jones and Brauer monoids with m-apses. Nicholas.charles.hamatgmail.com.
traffic

OVERVIEW

The site n-ham.github.io presently has a traffic classification of zero (the lower the more traffic). We have crawled nine pages within the web page n-ham.github.io and found two websites referencing n-ham.github.io.
Pages Parsed
9
Links to this site
2

N-HAM.GITHUB.IO TRAFFIC

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N-HAM.GITHUB.IO SERVER

We found that the main root page on n-ham.github.io took one thousand four hundred and twenty-two milliseconds to come up. Our web crawlers identified a SSL certificate, so in conclusion our crawlers consider this site secure.
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1.422 sec
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SECURE
IP
151.101.40.133

FAVICON

SERVER SOFTWARE

We discovered that n-ham.github.io is weilding the GitHub.com operating system.

SITE TITLE

nham - index

DESCRIPTION

This is the personal site of Nicholas Ham. I recently handed my mathematics doctoral thesis in to the University of Tasmania, which I did under the supervision of Des FitzGerald utas profile. And Peter Jarvis personal site. My thesis focusses on the planar modular partition monoid, which I stumbled across independently after examining the monoids generated when replacing the diapses in well-known generators of the Jones and Brauer monoids with m-apses. Nicholas.charles.hamatgmail.com.

PARSED CONTENT

The site had the following in the web page, "This is the personal site of Nicholas Ham." I observed that the web site stated " I recently handed my mathematics doctoral thesis in to the University of Tasmania, which I did under the supervision of Des FitzGerald utas profile." They also stated " And Peter Jarvis personal site. My thesis focusses on the planar modular partition monoid, which I stumbled across independently after examining the monoids generated when replacing the diapses in well-known generators of the Jones and Brauer monoids with m-apses."

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