marc-b-reynolds github.io
MBR
MBR jack of no trades. Approximate concentric square to disc. A brief follow-up note to the squaredisc post. A visualization of areashape distortions and point distributions. A note on bias introduced by the pigeonhold principle. Uniform points on disc, circle, sphere and caps. A brief note on some basic uniform spatial distributions. Minimum magnitude angle rotation between two normals. Given two normals find the rotation from one to the other. Orthonormal basis from normal via quaternion similarity.
OVERVIEW
The site marc-b-reynolds.github.io presently has a traffic classification of zero (the lower the more traffic). We have crawled fourteen pages within the web page marc-b-reynolds.github.io and found one website referencing marc-b-reynolds.github.io. We have unearthed one public web sites acquired by marc-b-reynolds.github.io.
Pages Parsed
14Links to this site
1Social Links
1MARC-B-REYNOLDS.GITHUB.IO TRAFFIC
The site marc-b-reynolds.github.io is seeing variant levels of traffic for the duration of the year.
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LINKS TO MARC-B-REYNOLDS.GITHUB.IO
WHAT DOES MARC-B-REYNOLDS.GITHUB.IO LOOK LIKE?
MARC-B-REYNOLDS.GITHUB.IO SERVER
We found that the main root page on marc-b-reynolds.github.io took four hundred and six milliseconds to come up. Our web crawlers could not observe a SSL certificate, so in conclusion our crawlers consider this site not secure.
Load time
0.406 sec
SSL
NOT SECURE
IP
151.101.40.133
SERVER SOFTWARE
We discovered that marc-b-reynolds.github.io is weilding the GitHub.com operating system.SITE TITLE
MBRDESCRIPTION
MBR jack of no trades. Approximate concentric square to disc. A brief follow-up note to the squaredisc post. A visualization of areashape distortions and point distributions. A note on bias introduced by the pigeonhold principle. Uniform points on disc, circle, sphere and caps. A brief note on some basic uniform spatial distributions. Minimum magnitude angle rotation between two normals. Given two normals find the rotation from one to the other. Orthonormal basis from normal via quaternion similarity.PARSED CONTENT
The site had the following in the web page, "Approximate concentric square to disc." I observed that the web site stated " A brief follow-up note to the squaredisc post." They also stated " A visualization of areashape distortions and point distributions. A note on bias introduced by the pigeonhold principle. Uniform points on disc, circle, sphere and caps. A brief note on some basic uniform spatial distributions. Minimum magnitude angle rotation between two normals. Given two normals find the rotation from one to the other. Orthonormal basis from normal via quaternion similarity."SEE MORE WEB PAGES
The Pluto Scarab
Bret Mulveyʼs site about math, programming, electronics, physics, gaming, and sundry. Random or pseudorandom sequences are too clumpy. For example, if used for Monte Carlo Integration. A very effective quasirandom sequence is called the Sobol sequence.
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