Irina Gelbukh, PhD mathematics - Formal home page

Home page of Irina Gelbukh, PhD mathematics, specialist in differential forms and foliation topology.

OVERVIEW

The web page i.gelbukh.com currently has an average traffic classification of zero (the smaller the superior).

I.GELBUKH.COM TRAFFIC

The web page i.gelbukh.com has seen variant quantities of traffic for the whole of the year.
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WHAT DOES I.GELBUKH.COM LOOK LIKE?

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I.GELBUKH.COM SERVER

I detected that a single root page on i.gelbukh.com took one thousand and forty-four milliseconds to download. Our parsers identified a SSL certificate, so therefore our parsers consider this site secure.
Load time
1.044 sec
SSL
SECURE
IP
148.204.64.31

FAVICON

SERVER SOFTWARE AND ENCODING

We caught that this website is utilizing the Apache/2.2.22 (Win32) mod_ssl/2.2.22 OpenSSL/0.9.8t PHP/5.2.17 operating system.

SITE TITLE

Irina Gelbukh, PhD mathematics - Formal home page

DESCRIPTION

Home page of Irina Gelbukh, PhD mathematics, specialist in differential forms and foliation topology.

PARSED CONTENT

The web page i.gelbukh.com states the following, "Topology of closed one-form foliations." I viewed that the website also stated " Loops in Reeb graphs of n." They also said " Abstract The Reeb graph of a smooth function on a connected smooth closed orientable n. Key words Reeb graph, contour tree, number of loops, Morse function, co-rank of the fundamental group. MSC 2010 05C38, 05E45, 58C05." The meta header had one-form as the first search term. This keyword is followed by 1-form, Morse form, and foliation which isn't as important as one-form. The other words they used was topology. manifold is included but might not be seen by search crawlers.

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