“Unfortunately, we have to accept that in the Italian schooling system, mathematics poses an authentic didactic emergency. This issue concerns students throughout the country without distinctions of sex, type of school or geographical areas. It may be time to inquire into new research and the application of new teaching methods,” declared Minister Mariastella Gelmini commenting on the 
final results of tests and state examinations.  
 
 
Indeed, this is the subject that poses the greatest difficulties to Italian students, also as it is present in various different fields of study: 45.7% of the students admitted to the next year, will first have to prove they can do their maths. This figure represents a 2.6% increase over last year.
 
Do new experimented didactic strategies exist? Are they capable of addressing this emergency?
 
The Fondazione Mondo Digitale has been working on this issue with various activities, both locally and transnationally:
- in collaboration with other partners, the      FMD has created a European methodology for teaching robotics and promoting      its teaching in Italian schools. See the Robotics      for Didactics section in the What we do area of      the FMD website.
 
- The Thematic Weeks held at the Città      Educativa of Rome exploit the most innovative and efficient didactic      practices created by Roman schools. The publication of the Innovation      in the Schools of Rome volume and the creation of an on-line Learning      Environment provides universal access to the successfully experimented      methodologies. In particular, refer to the Sciences      and Technologies area.
 
- The Global      Junior Challenge competition promotes the innovative and responsible      use of technology for social inclusion and to fight the digital divide.      Amongst the winners of the fourth editino fo the GJC and finalists at the      Stockholm Challenge Award, the Maths to play      Project, created by the Liceo      Cassico Duni of Matera (Italy) and the Lycée Classique of Diekirch      (Lussemburgo), proposes a non traditional approach to mathematics. 
 
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