Domain > denkovacs.com

More information on this domain is in AlienVault OTX

DNS Resolutions

Date	IP Address
2022-11-24	54.231.172.205 (ClassC)
2022-11-29	54.231.232.165 (ClassC)
2022-11-30	52.217.231.13 (ClassC)
2023-04-29	52.217.135.149 (ClassC)
2023-05-05	54.231.169.165 (ClassC)
2023-05-30	52.216.52.173 (ClassC)
2023-06-01	52.217.118.141 (ClassC)
2024-12-01	52.216.26.211 (ClassC)
2025-04-15	16.182.71.189 (ClassC)
2025-04-18	54.231.171.61 (ClassC)
2025-04-30	52.217.200.133 (ClassC)
2025-05-06	52.216.56.173 (ClassC)
2025-06-29	54.231.138.213 (ClassC)
2025-08-23	16.15.216.126 (ClassC)
2025-09-21	16.15.204.234 (ClassC)
2025-09-24	16.182.66.45 (ClassC)
2026-01-07	52.216.57.149 (ClassC)
2026-01-20	54.231.141.5 (ClassC)

HTTP/1.1 200 OKx-amz-id-2: gmvW7lxKdpWAlocqtR2f8hxN3P2lOt/GafyRlUuSP7MI3hMC/xDv5CvSTSuN9pjYjwH7CfI4nu4x-amz-request-id: YEHC754NP9W7RMPRDate: Sun, 01 Dec 2024 23:19:35 GMTx-amz-meta-ctime: 1622822027x

!DOCTYPE HTML>html langen>  head>    meta charsetutf-8>    title>Denis Kovacs - Home/title>    link hrefhttp://fonts.googleapis.com/css?familyPT+Sans+Narrow relstylesheet typetext/css>    script typetext/javascript      srchttp://cdn.mathjax.org/mathjax/latest/MathJax.js?configTeX-AMS-MML_HTMLorMML>    /script>        script typetext/javascript> postID  null; /script>            link relstylesheet typetext/css href/css/main.css>        link relstylesheet typetext/css href/css/sidebar.css>                    script src/js/jquery-1.10.1.min.js>/script>        script src/js/blog.js>/script>        script src/js/retina.js>/script>          /head>  body>         div idcontainer>            div idpostscontainer>              div idposts>                div classpost>    div idposttitle>a href/2016/02/catmull-rom-spline-derivatives/>Catmull-Rom Spline Derivatives/a>/div>    aside>Posted: February 27, 2016/aside>    article>      p>Catmull-Rom splines are interpolating, piece-wise cubic splines: a spline of this class passes through each of its control points, and restricted to each knot interval it is a cubic function./p>p>How you choose the knot intervals has a significant effect on the spline’s quality. Long story short: you get the best results by setting them to the Euclidean distance between the two corresponding control points. Splines with such knot assignments are called centripetal splines./p>p>For more information, this a hrefhttps://en.wikipedia.org/wiki/Centripetal_Catmull–Rom_spline>Wikipedia/a> page has a nice summary and comparison plots for different choices of knot intervals. a hrefhttp://www.cemyuksel.com/research/catmullrom_param/>Cem Yuksel’s project page/a> has more interesting details as well as many applications./p>p>Computing a spline’s value script typemath/tex>C(t)/script> at time script typemath/tex>t/script> is easy using a pyramidal formulation described a hrefhttps://en.wikipedia.org/wiki/Centripetal_Catmull–Rom_spline>here/a>./p>p>You can use the same pyramid structure to evaluat

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Domain > denkovacs.com

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