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Domain > akc.is
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More information on this domain is in
AlienVault OTX
Is this malicious?
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DNS Resolutions
Date
IP Address
2015-04-09
104.28.28.54
(
ClassC
)
2025-01-03
185.199.108.153
(
ClassC
)
2025-02-05
185.199.110.153
(
ClassC
)
2025-02-19
185.199.111.153
(
ClassC
)
2025-04-01
185.199.109.153
(
ClassC
)
Port 80
HTTP/1.1 301 Moved PermanentlyConnection: keep-aliveContent-Length: 162Server: GitHub.comContent-Type: text/htmlLocation: https://akc.is/X-GitHub-Request-Id: B4B2:2F569C:272B18:2E4354:65CE6021Accept-R html>head>title>301 Moved Permanently/title>/head>body>center>h1>301 Moved Permanently/h1>/center>hr>center>nginx/center>/body>/html>
Port 443
HTTP/1.1 200 OKConnection: keep-aliveContent-Length: 19047Server: GitHub.comContent-Type: text/html; charsetutf-8Last-Modified: Fri, 26 Jan 2024 19:42:34 GMTAccess-Control-Allow-Origin: *ETag: 65b40b2 !DOCTYPE html>html langen> head> meta charsetutf-8> meta nameviewport contentuser-scalableyes, widthdevice-width, initial-scale1.0 /> title>Anders Claesson/title> link relshortcut icon hrefimages/favicon.ico> link relstylesheet hrefstyle.css> /head> body> main> h1>Anders Claesson/h1>p>a hrefhttps://www.hi.is/staff/akc>Professor/a> at the ahrefhttp://english.hi.is/>University of Iceland/a>, ahref#papers>combinatorialist/a> and a href#code>programming/a>enthusiast. I can be reached atstrong>akc/strong>atstrong>hi.is/strong>./p>section> article>h2 idpapers>Papers/h2>ol reversed start43 type1>li>p>Giulio Cerbai, Anders Claessonbr />a hrefpapers/043-Caylerian-polynomials.pdf>Caylerianpolynomials/a>, 2023br />a hrefpapers/043-Caylerian-polynomials.bib.txt>BibTeX/a> | ahrefpapers/043-Caylerian-polynomials.pdf.ots>Timestamp/a>/p>/li>li>p>Anders Claesson, Atli Fannar FranklÃn, Einar SteingrÃmssonbr />a hrefpapers/042-Perms-with-few-inversions.pdf>Permutations with fewinversions/a>br />The Electronic Journal of Combinatorics, 2023br />a hrefhttps://doi.org/10.37236/12075>Journal version/a> | ahrefpapers/042-Perms-with-few-inversions.bib.txt>BibTeX/a>/p>/li>li>p>Anders Claesson, Henning Úlfarssonbr />ahrefpapers/041-Turning-cycle-restrictions-into-mesh-patterns.pdf>Turningcycle restrictions into mesh patterns via Foata’s fundamentaltransformation/a>br />Discrete Mathematics, 2024br />a hrefhttps://doi.org/10.1016/j.disc.2023.113826>Journal version/a>| ahrefpapers/041-Turning-cycle-restrictions-into-mesh-patterns.bib.txt>BibTeX/a>| ahrefpapers/041-Turning-cycle-restrictions-into-mesh-patterns.pdf.ots>Timestamp/a>/p>/li>li>p>Giulio Cerbai, Anders Claessonbr />a hrefpapers/040-Fishburn-trees.pdf>Fishburn trees/a>br />Advances in Applied Mathematics, 2023br />a hrefhttps://doi.org/10.1016/j.aam.2023.102592>Journal version/a>| a hrefpapers/040-Fishburn-trees.bib.txt>BibTeX/a> | ahrefpapers/040-Fishburn-trees.pdf.ots>Timestamp/a>/p>/li>li>p>Anders Claesson, Mark Dukes, Atli Fannar FranklÃn, SigurÃ
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