Website stats for Cglab - cglab.ca
It has a alexa rank of #625,454 in the world. It is a domain having .ca extension. It is estimated worth of $ 2,160.00 and have a daily income of around $ 9.00. As no active threats were reported recently, cglab.ca is SAFE to browse.
Traffic Report
| Daily Unique Visitors: | 1,402 |
| Daily Pageviews: | 2,804 |
Estimated Valuation
| Income Per Day: | $ 9.00 |
| Estimated Worth: | $ 2,160.00 |
Search Engine Indexes
| Google Indexed Pages: | Not Applicable |
| Yahoo Indexed Pages: | Not Applicable |
| Bing Indexed Pages: | Not Applicable |
Search Engine Backlinks
| Google Backlinks: | Not Applicable |
| Bing Backlinks: | Not Applicable |
| Alexa BackLinks: | Not Applicable |
Safety Information
| Google Safe Browsing: | No Risk Issues |
| Siteadvisor Rating: | Not Applicable |
| WOT Trustworthiness: |
 Very Poor
|
| WOT Privacy: |
Very Poor
|
| WOT Child Safety: |
Very Poor
|
Website Ranks & Scores
| Alexa Rank: | 625,454 |
| PageSpeed Score: | 89 ON 100 |
| Domain Authority: |
49 ON 100 
|
| Bounce Rate: | Not Applicable |
| Time On Site: | Not Applicable |
Web Server Information
Hosted IP Address:
134.117.27.24
Hosted Country:
CA
Location Latitude:
45.3862Location Longitude:
-75.6993Traffic Classification
| Total Traffic: | No Data |
| Direct Traffic: | No Data |
| Referral Traffic: | No Data |
| Search Traffic: | No Data |
| Social Traffic: | No Data |
| Mail Traffic: | No Data |
| Display Traffic: | No Data |
Search Engine Results For cglab.ca
Computational Geometry Lab - Index
CGLAB · about · people · publications · seminars · contact · Computational Geometry Lab. Algorithms · Graphs · Geometry.
Discrete Mathematics Study Center - Computational Geometry Lab
A study guide for discrete mathematics, including course notes, worked ...
COMP2804: Discrete Structures II: Fall 2020
The final exam will have the same format as the midterm exam, but will be 120 ...
Bounds for Frequency Estimation of Packet Streams - Computational ...
We also give a lower-bound of (1−α)n/( m+1) on the accuracy of any deter-.
The Miscellaneous Screamings of Alexis Beingessner RSS Posts ...
The Miscellaneous Screamings of Alexis Beingessner. RSS. Posts.
Finding the Best Shortcut in a Geometric Network - Computational ...
In this paper we study the following problem: Problem. Given a graph G construct ...
Output-Sensitive Algorithms for Tukey Depth and Related Problems
The Tukey depth (Tukey 1975) of a point p with respect to a finite set S of points is .
A Comparison of Plane Sweep Delaunay Triangulation Algorithms
Delaunay triangulation, sweep line, sweep circle. 1. Introduction. Given a set S of ...
ONLINE ROUTING IN TRIANGULATIONS∗ 1 ... - NUS Computing
Canada. †School of Computer Science, Carleton University, 1125 Colonel By Dr. , Ottawa, Canada,. K1S 5B6 ({jit,morin}@scs.carleton.ca). 1 ...
An Optimal Algorithm for Plane Matchings in Multipartite Geometric ...
Given a color-balanced point set P, a balanced cut is a line which partitions P into two color- balanced point sets, each of size at most 2n/3+1. A colored matching ...
Optimal Bounds on Theta-Graphs - CCCG 2012 - Canadian ...
Email: [email protected], [email protected], [email protected], [email protected], [email protected]. Recently, Bonichon et al ...
Efficient Evaluation of Imprecise Location ... - ResearchGate
We use the California data set as a point ob- ject database, and the Long Beach data as an uncertain ob- ject database. We also assume that the uncertainty pdf ...
University of Ottawa - Dujmovic, Vida | Faculty of Engineering
M.Sc. (McGill). B.Eng. (Zagreb). Room: STE 5007. Office: 613 562-5800 ext. 6684 . Work E-mail: [email protected] · http://cglab.ca/~vida. Vida Dujmovic ...
ON WORST CASE ROBIN-HOOD HASHING - Luc Devroye
Luc Devroye, Pat Morin. School of Computer Science. McGill University. Montreal , Canada H3A 2K6. [email protected]. and. Alfredo Viola. Pedeciba Informatica.
Drop - Learning Rust With Entirely Too Many Linked Lists
Drop. We can make a stack, push on to, pop off it, and we've even tested that it all works right! Do we need to worry about cleaning up our list? Technically, no ...
Permuted Longest-Common-Prefix Array
Using the PLCP array, we can either construct or simulate the LCP ar- ray. We obtain a family of algorithms including the fastest known LCP construction algorithm ...
On Linear Layouts of Graphs† - EMIS
([email protected]). 3 Department of Applied Mathematics, Charles University, Prague, Czech Republic. received Nov 4, 2003, revised Apr 19, 2004, ...
Openbox – Wikipedia
↑ Openbox kehittäjä Dana Jansens cglab.ca. Viitattu 19.1.2015. ↑ ( en ) Openbox:Changelog . Arvo ...
patmorin/arraylayout: Experiments with array layouts for ... - GitHub
Results. A webpage describing this work and with some collected results is being maintained here: http://cglab.ca/~morin/misc/arraylayout-v2/ ...
Book View - Layla Cultural Platform
This work is licensed under a Creative Commons Attribution-ShareAlike 4.0 International License. Book page: http://cglab.ca/~michiel/DiscreteStructures/.
Page Resources Breakdown
Homepage Links Analysis
Website Inpage Analysis
| H1 Headings: | Not Applicable | H2 Headings: | Not Applicable |
| H3 Headings: | Not Applicable | H4 Headings: | Not Applicable |
| H5 Headings: | Not Applicable | H6 Headings: | Not Applicable |
| Total IFRAMEs: | Not Applicable | Total Images: | Not Applicable |
| Google Adsense: | Not Applicable | Google Analytics: | Not Applicable |
Two Phrase Analysis
| Words | Occurrences | Density | Possible Spam |
|---|---|---|---|
| Algorithms · | 1 | 7.143 % | No |
| Lab Algorithms | 1 | 7.143 % | No |
| · Graphs | 1 | 7.143 % | No |
| Graphs · | 1 | 7.143 % | No |
| · Geometry | 1 | 7.143 % | No |
| Geometry Lab | 1 | 7.143 % | No |
| Computational Geometry | 1 | 7.143 % | No |
| people publications | 1 | 7.143 % | No |
| about people | 1 | 7.143 % | No |
| publications seminars | 1 | 7.143 % | No |
| seminars contact | 1 | 7.143 % | No |
| contact Computational | 1 | 7.143 % | No |
| CGLAB about | 1 | 7.143 % | No |
Four Phrase Analysis
| Words | Occurrences | Density | Possible Spam |
|---|---|---|---|
| Algorithms · Graphs · | 1 | 7.143 % | No |
| Lab Algorithms · Graphs | 1 | 7.143 % | No |
| · Graphs · Geometry | 1 | 7.143 % | No |
| Graphs · Geometry | 1 | 7.143 % | No |
| · Geometry | 1 | 7.143 % | No |
| Geometry Lab Algorithms · | 1 | 7.143 % | No |
| Computational Geometry Lab Algorithms | 1 | 7.143 % | No |
| people publications seminars contact | 1 | 7.143 % | No |
| about people publications seminars | 1 | 7.143 % | No |
| publications seminars contact Computational | 1 | 7.143 % | No |
| seminars contact Computational Geometry | 1 | 7.143 % | No |
| contact Computational Geometry Lab | 1 | 7.143 % | No |
| CGLAB about people publications | 1 | 7.143 % | No |
Websites Hosted on Same IP (i.e. 134.117.27.24)
HTTP Header Analysis
Status-Code: 200
Status: 200 OK
Date: Fri, 19 Feb 2021 17:16:26 GMT
Server: Apache/2.4.7 (Ubuntu)
Last-Modified: Thu, 10 Dec 2020 01:48:46 GMT
ETag: "7e9-5b6126069053f"
Accept-Ranges: bytes
Content-Length: 2025
Content-Type: text/html
Domain Information
| Domain Registrar: |
CIRA
|
|---|
Domain Nameserver Information
| Host | IP Address | Country | |
|---|---|---|---|
| ns1.netfirms.com | |
65.254.254.157 |  United States |
| ns2.netfirms.com | |
66.96.142.145 | United States |
DNS Record Analysis
| Host | Type | TTL | Extra |
|---|---|---|---|
| cglab.ca | A | 3499 |
IP: 134.117.27.24 |
| cglab.ca | NS | 3600 |
Target: ns2.netfirms.com |
| cglab.ca | NS | 3600 |
Target: ns1.netfirms.com |
| cglab.ca | SOA | 3600 |
MNAME: ns1.netfirms.com RNAME: dnsadmin.netfirms.com Serial: 2011042159 Refresh: 10800 Retry: 3600 Expire: 604800 |
| cglab.ca | MX | 3600 |
Priority: 2 Target: mx.cglab.ca |
| cglab.ca | TXT | 3600 |
TXT: v=spf1 ip4:66.96.128.0/18 ?all |
| cglab.ca | TXT | 3600 |
TXT: google-site-verification=4u6cA8xLnkxRn9s l7_nmhKizoK-TWZeRu32m83oTkUY |
Full WHOIS Lookup
Registry Domain ID:
1519005-CIRA
Registrar WHOIS Server:
whois.ca.fury.ca
Registrar URL:
http://domainhelp.tucows.com
Updated Date:
2020-04-06T13:06:33Z
Creation Date:
2011-04-21T18:44:13Z
Registry Expiry Date:
2021-04-21T18:44:13Z
Registrar: Tucows.com Co.
Registrar IANA
ID: not applicable
Registrar Abuse Contact Email:
Registrar
Abuse Contact Phone:
Domain Status: ok
https://icann.org/epp#ok
Registry Registrant ID: REDACTED FOR
PRIVACY
Registrant Name: REDACTED FOR PRIVACY
Registrant
Organization: REDACTED FOR PRIVACY
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PRIVACY
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State/Province: REDACTED FOR PRIVACY
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REDACTED FOR PRIVACY
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Registrant
Email: Please ask the Registrar of Record identified in this output
for information on how to contact the Registrant, Admin, or Other
contacts of the queried domain name
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FOR PRIVACY
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Admin
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Admin Email: Please ask the Registrar of
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Registrant, Admin, or Other contacts of the queried domain
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Registry Tech ID: REDACTED FOR PRIVACY
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Tech Email: Please ask the Registrar of
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Billing Email: Please ask the Registrar of Record
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Registrant, Admin, or Other contacts of the queried domain
name
Name Server: ns1.netfirms.com
Name Server:
ns2.netfirms.com
DNSSEC: unsigned
URL of the ICANN Whois
Inaccuracy Complaint Form: https://www.icann.org/wicf/
>>> Last
update of WHOIS database: 2021-02-19T17:17:53Z
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