Giovanni Carandino, also known as Ioannis Karandinos, was a Greek mathematician born on Cephalonia in 1784 who died in Naples in 1834. He studied mathematics during the French occupation of the island under the naval officer and Ecole Polytechnique graduate Charles Dupin, and was then sent to the Ecole Polytechnique to study under Biot, Cauchy, Poisson and Fourier. After a study trip to England he returned to Corfu and helped establish the Ionian Academy, where he created the first course of modern mathematics in the Greek language. His contributions to the formalisation of analysis were published in the Journal des Savants in 1828. He translated the major French works on analysis into Greek and taught a whole generation of Greek mathematicians, so he is seen as the founder of the modern Greek school of analysis.
Facts
Connections
In Branch
Source Giovanni Carandino (Wikipedia)
Mentored By
Source Giovanni Carandino (Wikipedia)
Source Giovanni Carandino (Wikipedia)
Source Giovanni Carandino (Wikipedia)
Source Giovanni Carandino (Wikipedia)
Source Giovanni Carandino (Wikipedia)
In the Other Atlases
Nationality
Also in Geography Atlas: the nationality of this subject.
Source Giovanni Carandino (Wikipedia)Lead, nationalityQuote, Lead, nationality
was an ethnically Greek mathematician
Sources
1. Giovanni Carandino (Wikipedia)
Lead, birth
He was born in 1784 in Cephalonia.
Education, gender
He taught an entire generation of Greek mathematicians
Lead, nationality
was an ethnically Greek mathematician
In Branch: Analysis, Education, analysis
He made contributions to the formalisation of analysis
Mentored By: Charles Dupin, Education, Dupin
under the direction of Ecole polytechnique's alumnus Charles Dupin
Mentored By: Jean-Baptiste Biot, Education, Biot
under Biot, Cauchy, Poisson and Fourier
Mentored By: Augustin-Louis Cauchy, Education, Cauchy
under Biot, Cauchy, Poisson and Fourier
Mentored By: Siméon Denis Poisson, Education, Poisson
under Biot, Cauchy, Poisson and Fourier
Mentored By: Joseph Fourier, Education, Fourier
under Biot, Cauchy, Poisson and Fourier
View the SourceReader Challenges (0)
No disputes yet. Spotted an error or a better source? Open the first one.
Sign in to dispute this or suggest a correction.