Ranking Alexa Global: # 777,901,Alexa Ranking in United States is # 361,266
Server:Apache...
The main IP address: 173.212.200.116,Your server United States,Seattle ISP:Backlog Capital LLC TLD:org CountryCode:US
The description :tricki a repository of mathematical know-how navigate tags search forums help view revisions welcome to the tricki welcome to the tricki – a wiki-style site that is intended to develop into a large st...
This report updates in 05-Oct-2018
Geo IP provides you such as latitude, longitude and ISP (Internet Service Provider) etc. informations. Our GeoIP service found where is host tricki.org. Currently, hosted in United States and its service provider is Backlog Capital LLC .
Latitude: | 47.60620880127 |
Longitude: | -122.33206939697 |
Country: | United States (US) |
City: | Seattle |
Region: | Washington |
ISP: | Backlog Capital LLC |
HTTP Header information is a part of HTTP protocol that a user's browser sends to called Apache containing the details of what the browser wants and will accept back from the web server.
Content-Length: | 4408 |
Content-Encoding: | gzip |
Set-Cookie: | SESS1985d82374d71b2903d36b4316d1d2ee=5rsijd78h6od5i5d2v7uibdk20; expires=Sun, 28-Oct-2018 02:14:21 GMT; Max-Age=2000000; path=/; domain=.tricki.org |
Expires: | Sun, 19 Nov 1978 05:00:00 GMT |
Keep-Alive: | timeout=5, max=100 |
Server: | Apache |
Last-Modified: | Thu, 04 Oct 2018 21:51:26 GMT |
Connection: | Keep-Alive |
ETag: | "654652e42e18e60de9a24c2d9366e191" |
Cache-Control: | must-revalidate |
Date: | Thu, 04 Oct 2018 22:41:01 GMT |
Content-Type: | text/html; charset=utf-8 |
ns: | ns0.eldamar.org.uk. ns1.eldamar.org.uk. |
ipv4: | IP:173.212.200.116 ASN:51167 OWNER:CONTABO, DE Country:DE |
mx: | MX preference = 10, mail exchanger = mx0.eldamar.org.uk. |
tricki a repository of mathematical know-how navigate tags search forums help view revisions welcome to the tricki welcome to the tricki – a wiki-style site that is intended to develop into a large store of useful mathematical problem-solving techniques. some of these techniques will be very general, while others will concern particular subareas of mathematics. all of them will be techniques that are used regularly by mathematical problem-solvers, at every level of experience. we hope you will enjoy using the site and that many people will contribute to it. if you are new to the tricki, then we have a page with information on it about what the tricki is, what its aims are, what we hope it will develop into, how to read, write, find, edit, or comment on articles, and more: introduction to the tricki if you want to go straight to the articles, then you have several options. the best way to understand what these options are is to explore the following links. clicking on the words "quick description" will give you some information about what to expect from these links. different kinds of tricki article what kind of problem am i trying to solve? quick description ( a list of links, each to a page about some general category of problem, such as "proving equality", or "classification" (which will itself consist mostly of links to articles lower in the tricki hierarchy). ) subject-area front pages quick description ( a list of links, each to a page about some area or subarea of mathematics. although we are primarily interested in classifying articles by the type of problem they solve, it is in many cases natural to begin by restricting attention to the area they belong to. it is also desirable to have different ways of classifying articles, to maximize the chances that they can be found when written. ) general problem-solving tips quick description ( a list of articles that give advice that can in principle apply to any mathematical problem. ) how to use mathematical concepts and statements quick description ( you have heard of a definition or theorem, you know it is important because people say so, you know that people use it to solve problems, but to you it is a bit of a mystery how they use it to solve problems. if that is your situation, then this page is designed to help. ) there are other ways of finding articles. for more information, click on "navigate" in the toolbar. regular maintenance: you may find that the tricki is down for maintenance for up to an hour every friday at 09:00 london time (gmt+0100). 1254641 reads search this site: username: * password: * create new account request new password recent articles view a list of all articles. geometric view of hölder's inequality diagonal arguments finding an interval for rational numbers with a high denominator try to prove a stronger result use self-similarity to get a limit from an inferior or superior limit. prove a consequence first lower degree by increasing dimension (or vice-versa) numerical optimization active forum topics plenty of latex errors tutorial a different kind of article? countable but impredicative tricki papers more recent comments i don't think this statement 3 years 11 weeks ago choice of the field 3 years 20 weeks ago incorrect image 3 years 21 weeks ago article classification 3 years 50 weeks ago higher dimensional analogues 4 years 19 weeks ago more
http://www.tricki.org/article/try_to_prove_a_stronger_result
http://www.tricki.org/article/general_problem-solving_tips
http://www.tricki.org/article/geometric_view_of_h%c3%b6lders_inequality#comment-1269
http://www.tricki.org/tricki/about
http://www.tricki.org/article/if_you_are_calculating_an_integral_complex_substitutions_are_not_forbidden#comment-1274
http://www.tricki.org/article/different_kinds_of_tricki_article
http://www.tricki.org/user/register
http://www.tricki.org/tricki/navigate
http://www.tricki.org/article/dimension_arguments_in_combinatorics#comment-1272
http://www.tricki.org/article/what_kind_of_problem_am_i_trying_to_solve
http://www.tricki.org/article/prove_a_consequence_first
http://www.tricki.org/article/finding_an_interval_for_rational_numbers_with_a_high_denominator
http://www.tricki.org/tricki/welcome
http://www.tricki.org/node/472
http://www.tricki.org/article/bijections_and_counting#comment-1271
Whois is a protocol that is access to registering information. You can reach when the website was registered, when it will be expire, what is contact details of the site with the following informations. In a nutshell, it includes these informations;
WHOIS LIMIT EXCEEDED - SEE WWW.PIR.ORG/WHOIS FOR DETAILS
REFERRER http://www.pir.org/
REGISTRAR Public Interest Registry
SERVERS
SERVER org.whois-servers.net
ARGS tricki.org
PORT 43
TYPE domain
REGISTERED unknown
DOMAIN
NAME tricki.org
NSERVER
NS0.ELDAMAR.ORG.UK 173.212.200.115
NS1.ELDAMAR.ORG.UK 202.157.182.142
The following list shows you to spelling mistakes possible of the internet users for the website searched .