Matifutbol (original) (raw)
RSS Builder by B!Soft Matifutbol http://www.matifutbol.comMatifutbol. A funny web of mathematics, logic, football and common sense. You can subscríbe this feed by adding to your rss reader this link: http://www.matifutbol.com/rss/index.eng.html en contact@matifutbol.com Matifutbol http://www.matifutbol.comhttp://www.matifutbol.com/docs/im/fondobalon3.jpg 50 50 Football and happiness Fri, 2 Aug 2013 17:44:00 +0200 http://mathsball.blogspot.com.es/2013/07/football-and-happiness.htmlarithmetics, exponentiation Football and happiness.
Happiness formula: an easy mathematical refreshment for this summer, that helps us not to forget exponentiation.
http://mathsball.blogspot.com/2013/07/football-and-happiness.html
@matifutbolcom #mathematics


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]]> A black (and red) hole Tue, 14 May 2013 16:43:36 +0200 http://www.matifutbol.com/en/blackhole.html
Thanks to a prize of half the proceeds of a football match, we learn about some numbers that attract the others so that they can't escape from them.
Mathematical sequences which lead to mathematical black holes.
www.matifutbol.com/en/blackhole.html
#matifutbol

]]> Thanks Fri, 26 Apr 2013 22:00:17 +0200 http://www.matifutbol.com/en/thanks.html
Matifutbol is one year old.
Thank you very much to all of you who liked my page, and those who didn’t like it but you tried to; thanks to the people who shared it, and to those who were about to do so; to every of the 25,000 Internet users around the world who visited it.
]]> Let's give away some balls. Sat, 6 Apr 2013 00:03:52 +0200 http://www.matifutbol.com/en/balls.html
Close packing. Geometry.
Organizers of Brazil 2014 FIFA World Cup want to give away some official balls.
We face a close-packing problem in order to know if we can fill Maracana stadium with enough balls to satisfy the Championship organizers' wishes.
http://www.matifutbol.com/en/balls.html #matifutbol

]]> The problem of the fair division. Fri, 1 Mar 2013 18:08:21 +0100 http://www.matifutbol.com/en/fairdivision.htmlbenefit match.
Eto'o and Drogba have been designated captains of the 2 teams, but they don't know how to split the rest of the players between their teams.


Do you now how can they do so that both players be satisfied?
Do you dare to solve this other problem of lateral thinking?
]]> Mesut Özil and the Fermat point Wed, 23 Jan 2013 17:19:36 +0100
Mourinho is thinking about how to counter more effectivily the game of F.C. Barcelona midfielders.
That way, thanks to the tactical arrangement of a football team, we study one of the notable points of the triangle lesser known but with many practical applications: the Fermat point.
http://www.matifutbol.com/docs/units/triangle.eng.html
#matifutbol #recreationalmaths
]]> A benefit match Tue, 18 Dec 2012 17:27:18 +0100 http://www.matifutbol.com/docs/units/benefit.htmlcontact@matifutbol.com Arithmetic mean
It's Christmas Day, and it's been held a benefit match for the Misunderstood Mathematicians. A player is sustituted, and the average age of the team rises 2 years. With this data, we work out an interesting reflection on arithmetical means and their variations related to the members of the group.
]]> And now, who should kick the penalty? The Simpson's paradox Wed, 5 Dec 2012 22:57:02 GMT http://www.matifutbol.com/docs/units/penalty.htmlcontact@matifutbol.com Statistics 
A simple election on which player should kick a penalty leads us to the Simpson's paradox and its political implications in what we call Gerrymandering.]]> How to choose the best option. Llorente's hard decision Fri, 30 Nov 2012 11:00:00 GMT http://www.matifutbol.com/docs/units/decision.eng.htmlcontact@matifutbol.com Taking decisions 
The problem of Fernando Llorente about which team he will choose to sign for, introduces us to the theory of taking decisions and the optimal stopping theory. Another puzzle of logic and strategy, which show us how we can take the best decissions in our daily life.]]> Does anyone tell the truth? Fri, 30 Nov 2012 11:00:00 GMT http://www.matifutbol.com/docs/units/liars.htmlcontact@matifutbol.com Logic 
A simple substitution becomes complicated by some players who lie or tell the truth depending on their position in the playing field. A problem of logical thinking. The paradox of the caterpillar and the lizard.]]> The golden goalkeeper and the Arrow paradox Sun, 15 Apr 2012 11:00:00 GMT http://www.matifutbol.com/docs/units/glove.htmlcontact@matifutbol.com Voting 
A gala for choosing the best goalkeeper of the decade leads us to the world of voting and its paradoxes, like Arrow's paradox.]]> Do you dare to count? A forward-and-back problem. Wed, 5 Dec 2012 23:08:41 GMT http://www.matifutbol.com/docs/units/crosses.htmlcontact@matifutbol.com Strategy 
Sometimes, the most simple problems are the most difficult ones, if we don't aproach them correctly.]]> Which team will win the UEFA Champions League? Try to guess it with our fortune-tellers' help. Fri, 20 Apr 2012 11:00:00 GMT http://www.matifutbol.com/docs/units/fortunetellers.htmlcontact@matifutbol.com Probability 
Applying the basic properties of probability, try to discover which of the fortune-tellers will give us the best chances of guessing which team will win the **Champions League-**]]> Eurobirthdays 2012. The birthday paradox. Fri, 20 Apr 2012 11:00:00 GMT http://www.matifutbol.com/docs/units/eurobirthdays.htmlcontact@matifutbol.com Probability 
Euro 2012. A practical example of the birthday paradox. Guess how many players share birthdays.]]>