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Έκδοση από την 03:42, 1 Μαρτίου 2006

Virasena was a 9th century Indian mathematician who gave the derivation of the volume of a frustum by a sort of infinite procedure. He also dealt with logarithms to base 2 (ardhaccheda) and knew its laws, and was the first to deal with logarithms to base 3 (trakacheda) and base 4 (caturthacheda).

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-'''Virasena''' was a [[9th century]] [[India]]n [[mathematician]] who gave the derivation of the [[volume]] of a [[frustum]] by a sort of infinite procedure. He also dealt with the [[logarithm]] to base 2 (''ardhaccheda'') and knew its laws.
+'''Virasena''' was a [[9th century]] [[India]]n [[mathematician]] who gave the derivation of the [[volume]] of a [[frustum]] by a sort of infinite procedure. He also dealt with [[logarithm]]s to [[base 2]] (''ardhaccheda'') and knew its laws, and was the first to deal with logarithms to [[base 3]] (''trakacheda'') and [[base 4]] (''caturthacheda'').
 ==See also==
+*[[Indian mathematics]]
 *[[Indian mathematicians]]
+{{mathbiostub}}
+{{india-bio-stub}}
 [[Category:Indian mathematicians]]
 [[Category:9th century mathematicians]]
 [[Category:Jains]]
-{{india-bio-stub}}
-{{mathbiostub}}