dcernst github.io

Dana C. Ernst

Mathematics, Teaching, Technology
traffic

OVERVIEW

The site dcernst.github.io presently has a traffic classification of zero (the lower the more traffic). We have crawled eleven pages within the web page dcernst.github.io and found fourteen websites referencing dcernst.github.io. We have unearthed three public web sites acquired by dcernst.github.io.
Pages Parsed
11
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14
Social Links
3

DCERNST.GITHUB.IO TRAFFIC

The site dcernst.github.io is seeing variant levels of traffic for the duration of the year.
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LINKS TO DCERNST.GITHUB.IO

Booles Rings

Determinacy for open class games is preserved by forcing, CUNY Set Theory Seminar, April 2018. Nonamalgamation in the generic multiverse, CUNY Logic Workshop, March 2018. Classification of scattered linear orders. GDMV Jahrestagung Paderborn - Projective homogeneous spaces and the Wadge hierarchy.

Dana C. Ernst Teaching

This section is primarily designed for my current students, but if you are not one of my students and somehow found your way here, feel free to poke around. All of the work contained in this site is licensed under a Creative Commons Attribution-Share Alike 3. Almost all of the PDF files on my web site were generated using LaTeX.

WHAT DOES DCERNST.GITHUB.IO LOOK LIKE?

Desktop Screenshot of dcernst.github.io Mobile Screenshot of dcernst.github.io Tablet Screenshot of dcernst.github.io

DCERNST.GITHUB.IO SERVER

We found that the main root page on dcernst.github.io took five hundred and sixteen milliseconds to come up. Our web crawlers identified a SSL certificate, so in conclusion our crawlers consider this site secure.
Load time
0.516 sec
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SECURE
IP
151.101.40.133

SERVER SOFTWARE

We discovered that dcernst.github.io is weilding the GitHub.com operating system.

SITE TITLE

Dana C. Ernst

DESCRIPTION

Mathematics, Teaching, Technology

PARSED CONTENT

The site had the following in the web page, "My name is Dana Ernst and I am an assistant professor in the Department of Mathematics and Statistics." I observed that the web site stated " This site is part of the Booles Rings." They also stated " Network of academic home pagesblogs. My primary research interests are in the interplay between combinatorics and algebraic structures. More specifically, I study the combinatorics of Coxeter groups. And their associated Hecke algebras."

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