This is a link to Ellen Bialystok and various articles on her research into bilingualism. An interesting one on how being bilingual delays the onset of dementia!!
A newspaper article that refers to various research projects which demonstrate the cognitive advantages and benefits of being raised bilingually as contrasted with monolinguals.
This is a link to an English school website but there are lots of ideas and interactive games for primary aged students - relating to Math/s, literacy etc
An interesting article about AP Chemistry teachers preparing podcasts of lectures - what they would normally deliver in class - students watch on the computer at home. They do homework in class and get to bring their questions.
This is a link to an EARCOS conference that took place in 2008 but still has some useful links to speakers' websites - including Jean-Francois Rischard who wrote the High Noon book in 2002 and his notes from his session.
Information about the Global Citizens award for schools. Of relevance to standard 2 and getting students interested and motivated with reference to global issues.
Another inspiring RSA Animate taken from a speech given at the RSA by Sir Ken Robinson, world-renowned education expert and recipient of the RSA Benjamin Franklin award.
Buzzing quietly beneath the planet we inhabit is an unseen world of numbers, patterns and geometry. Mathematics is the code that makes sense of our universe.
But every 13 years, the banjos and basses get drowned out for six weeks by the chorus of an insect that has fascinated me ever since I became a mathematician. Only found in the eastern areas of North America, this cicadas survival depends on exploiting the strange properties of some of the most fundamental numbers in mathematics - the primes, numbers that are only divisible by themselves and one.
This choice of a 13-year cycle doesn't seem too arbitrary. There are another two broods across north America that also have this 13-year life cycle, appearing in different regions and different years. In addition there are another 12 broods that appear every 17 years.
You could just dismiss these numbers as random. But it's very curious that there are no cicadas with 12, 14, 15, 16 or 18-year life cycles. However look at these cicadas through the mathematician's eyes and a pattern begins to emerge.
Because 13 and 17 are both indivisible this gives the cicadas an evolutionary advantage as primes are helpful in avoiding other animals with periodic behaviour. Suppose for example that a predator appears every six years in the forest. Then a cicada with an eight or nine-year life cycle will coincide with the predator much more often than a cicada with a seven-year prime life cycle.
The cryptography that keeps our credit cards secure when we shop online exploits the same numbers that protect the cicadas in North America - the primes.
The reason this is so secure is that although it is easy to multiply two prime numbers together it is almost impossible to pull them apart.
The primes are the atoms of the arithmetic. The hydrogen and oxygen of the world of numbers.
We know primes go on for ever but finding a pattern in the primes is one of the biggest mysteries in mathematics. A million-dollar prize has been offered to anyone who can reveal the secret of these numbers.