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Constantine Karatheodori
 The man who charmed Einstein,
and worked with great
mathematicians of his time,
created his own theorem, which
was one of the greatest of
Sciences of the 20th century.
 was born on13 September
1873 and died on 2 February
1950.
 was a Greek mathematician
Theodora Giannakou- Anastasia Iliadou
Linguistic talent
Karatheodori excelled
at languages
Greek ,French were
his first languages, and
he mastered German.
Also he spoke and
wrote English, Italian,
Turkish, and the
ancient languages
without any effort.

"If you want to reach to
infinity , be
experienced in all finite
expressions "
Constantine
Caratheodory
Theodora Giannakou- Anastasia Iliadou
In Real Analysis
 In mathematics,
Karatheodori‘s
existence theorem
says that an
ordinary differential
equation has a
solution under
relatively mild
conditions.
Theodora Giannakou- Anastasia Iliadou
Theodora Giannakou- Anastasia Iliadou
 His tendency towards the calculus of
variations was manifested for the first time in
his doctoral thesis entitled '' Veder die
diskontinuierlichen L o sungen in der
Variationsrechnung'' (of discontinuous
solutions in calculus of variations), which is a
pilot project and the first in mathematical
literature, developing the theory of
discontinuous solutions in calculus of
variations.
Doctoral thesis entitled
source
 en.wikipedia.org/wiki/
 http://portal.kathimerini.gr/4dcgi/_w_articles
_kathextra_100106_12/09/2006_164206
Theodora Giannakou- Anastasia Iliadou

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Constantine karatheodori

  • 1. Constantine Karatheodori  The man who charmed Einstein, and worked with great mathematicians of his time, created his own theorem, which was one of the greatest of Sciences of the 20th century.  was born on13 September 1873 and died on 2 February 1950.  was a Greek mathematician Theodora Giannakou- Anastasia Iliadou
  • 2. Linguistic talent Karatheodori excelled at languages Greek ,French were his first languages, and he mastered German. Also he spoke and wrote English, Italian, Turkish, and the ancient languages without any effort.  "If you want to reach to infinity , be experienced in all finite expressions " Constantine Caratheodory Theodora Giannakou- Anastasia Iliadou
  • 3. In Real Analysis  In mathematics, Karatheodori‘s existence theorem says that an ordinary differential equation has a solution under relatively mild conditions. Theodora Giannakou- Anastasia Iliadou
  • 4. Theodora Giannakou- Anastasia Iliadou  His tendency towards the calculus of variations was manifested for the first time in his doctoral thesis entitled '' Veder die diskontinuierlichen L o sungen in der Variationsrechnung'' (of discontinuous solutions in calculus of variations), which is a pilot project and the first in mathematical literature, developing the theory of discontinuous solutions in calculus of variations. Doctoral thesis entitled