maanantai 15. huhtikuuta 2013
306-vuotta sitten syntynyt matemaattinen nero Leonhard Euler
Google kiinnittää aika ajoin huomiota merkittäviin ns. historian suurmiehiin tai naisiin. Viesti ko. henkilöstä löytyy googlen ikkunasta. Tänään on vuorossa sveitsiläinen matemaatikko Leonhard Euler, jonka syntymästä on kulunut 306 vuotta. Tutustuin tähän merkittävään kalvinistikirkon papin poikaan Wikipedian kautta. Tekstissä oli hämmästyttävän paljon yksityiskohtaista tietoa Eulerin elämän mielenkiintoisista vaiheista. Euler pääsi jo 13-vuotiaana yliopistoon ja valmistui maisteriksi 16-vuotiaana. Tunnetko sinä Leonhard Eulerin tarinan? Jos et tunne, niin alla olevan linkin kautta saat hänestä tietoa. Hänestä voisi tehdä vaikka esitelmän koulun matematiikan tunnille.
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)
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