Published “Adult Cardiac Stem Cells Are Multipotent and Support Myocardial Regeneration” in Cell — cited 2,838 times.
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Eugenio Beltrami
Eugenio Beltrami was an Italian mathematician notable for his work concerning differential geometry and mathematical physics. His work was noted especially for clarity of exposition. He was the first to prove the consistency of non-Euclidean geometry by modelling it on a surface of constant curvature, the pseudosphere, and in the interior of an n-dimensional unit sphere, the so-called Beltrami–Kle…
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science · Italian mathematician (1835–1900) · mathematician · university teacher · politician · physicist · surveyor · geodesist · also Eugenio Beltrami, Beltrami
Born 16 November 1835 · Died 18 February 1900 · Q371918
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2003· 1 entry
1900· 1 entry
Died 1900-02-18.
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1899· 1 entry
Career landmark: senator of the Kingdom of Italy (1899–1900).
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1898· 1 entry
And a senator of the Kingdom of Italy in 1899
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1875· 1 entry
Awarded Mathematical Prize of the Italian Academy of Sciences (1875).
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1868· 1 entry
Beltrami published two memoirs (written in Italian; French translations by J
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1862· 1 entry
The year he published his first research paper
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1857· 1 entry
But apparently neither of them noticed the association with Lobachevsky's work
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1856· 1 entry
Studied at University of Pavia (1853–1856).
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1853· 1 entry
But was expelled from Ghislieri College in 1856 due to his political opinions—he was sympathetic with the Risorgimento
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1840· 1 entry
Ferdinand Minding already considered geodesic triangles on the pseudosphere and remarked that the corresponding "trigonometric formulas" are obtained from the corresponding formulas of spherical trigonometry by replacing
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1835· 2 entries
Born 1835-11-16.
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In Cremona (Lombardy), then a part of the Austrian Empire, and now part of Italy
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