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My English blog's ( blog.salehoffline.com ) graph, made with: www.aharef.info/static/htmlgraph
I run my English blog with help of wordpress.
This is a force-directed graph of the lineups used by the Columbus Crew in its inaugural season, 1996. Nodes are colored as follows:
Dark blue nodes are players; all other nodes are games.
Light blue nodes are games coached by Timo Liekoski (April 13 - July 31)
Orange nodes are games coached by Tom Fitzgerald (August 4 - October 2)
Dark orange nodes are regular season games
Light orange nodes are playoff games
Force-directed graphs are self-organizing as each node attempts to position itself according to its links with other nodes. In this case, players are linked to the games in which they appeared, with the strength of the link determined by the number of minutes played. By encouraging this self-organizing behavior, surprising patterns can emerge - which is the case here.
The games played have clumped into three groups - which are generally structured chronologically. Perhaps not surprisingly, the games coached by Timo Liekoski are generally separate from games coached by Tom Fitzgerald. A bigger surprise is that the "Liekoski era" is actually grouped in two periods, which are also structured chronologically. The group of games at lower left are the eight games played between July 1 and August 4. The games at right were played earlier, between April 13 and June 30.
It appears that the games are clumped in this fashion more because there are certain players who rose to prominence at those times. For example, the grouping of Fitzgerald games at the top are being pulled away not because of Fitz, but because on August 10th two players debuted who went on to play in every game the rest of the season: Rob Smith and Brad Friedel.
Other players' presences are influencing the game clumping. Mark Watson appeared in every game through June 27th, and his influence is part of what groups those games to the lower left. Other players in that position are Bo Oshoniyi, Paul Young, and Brandon Ward.
In mathematics every problem is represented in the form of an equation of variables, integer coefficients and operators, and all of these equations are categorized as linear or non- linear equations. For solving non- linear equations they are somehow converted into a linear form.Friends today we are going to discuss about linear equations and graphing linear equations. Every linear equation represents a straight line with several parallel conditions on a 2D plane. As we know linear equations consist of no. of derivatives which are formed by variables with or without integer coefficient but there is one necessary condition of forming linear equations is that all of its derivatives must be in same order of degree. The standard form of any linear equation is as:
A graph of the DOM nodes created by the HTML structure of my site, h3h.net. Graph courtesy of this neat tool: www.aharef.info/static/htmlgraph/.
I've been wanting to pie-chart the minutia of my life ever since seeing Miss Moxie's chart of her movie collection. I didn't cute up my chart, though. First effort.
I recently changed my server to a DNS-based load balancing cluster. I think the graphs here are pretty interesting.
Love this graph - showing Eurovision voting patterns. Quote from the study:
The two most obvious groupings are the countries of the former Yugoslavia (near the top) and the former Soviet Union (near the bottom left). Both of these areas, because of their former political unity, have a lot of cultural similarity4 and many people have familial and ethnic ties to countries other than those they live in. As such, it’s in no way surprising that a lot of points are exchanged within these areas.
More interestingly, this phenomenon doesn’t seem to happen as strongly in Western Europe, where national borders have been stable for longer. Instead, there are a number of strong pairings (Andorra/Spain, Monaco/France, Iceland/Denmark), linked by chains of weaker links. The Scandinavian situation is particularly odd, with a chain of votes going roughly eastward: Norway → Iceland → Denmark → Sweden → Finland → Estonia.
We can also look at the strongest negative links: those countries which appear to never vote for each other. In many cases, these seem somewhat bizarre. I have no idea why Andorrans hate Serbia so much (-6.0), but the data never lies. Is it possible that Moldovans really dislike Maltese pop music (-5.2)?
In one case, however, the reason is clear. On all eight occasions when it was possible for Azerbaijan to award points to Armenia, they have failed to do so. The reason for this is the Nagorno-Karabakh war, a conflict between the two countries which took place immediately after the collapse of the Soviet Union, and which has been at a shaky ceasefire since 1994. While Armenia has on occasion dispensed a few points in the direction of Azerbaijan, the reverse has never occurred, and with good reason. In 2009, it was reported that the 43 Azerbaijanis who texted in votes for Armenia in that year’s contest were summoned to the National Security Ministry to explain their actions.
mewo2.github.com/nerdery/2012/05/20/ive-got-eurosong-feve...
You know that most of the times whenever there is any complex topic is to be explained by the teacher he does it with the help of diagrams, because as a human being we are more friendly with Graphing Calculator of explaining than the oral. This causes the Graphing process in mathematics so important because with it the complex function forms and relations are very well explained. Graphing provides a 2D pictorial representation of any equation in respect of the Cartesian axes and some other factors like Slope of the line and range if inequality is also there in equation.
Graph under a bridge in Bruxelles (BE)
Fujica AZ-1
50mm 1:2.8
Kodachrome 100
Epson 4990 Scanner
:: Ikhaan :: Photo :: Video ::
Not terribly exciting to watch, but that's my attenton brainwaves shown on the LED bar-graph. I'm trying to find the best range for an algorithm for negotiating our CERN Aº app :-)
I've been meaning to tidy up my gems for a while, but didn't realise quite how bad things had got until I ran the new gem graph plugin.
HMS GRAPH (ex U-Boat U 570) at Holy Loch on the completion of a trial trip, passing by a depot ship. In the foreground are the conning towers of HMS STURGEON (left) and HMS TIGRIS whilst submarine P 42 (later renamed HMS UNBROKEN) can be seen in the background.
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