Calculation of Euler's number (assembly: Timixi, CC BY-NC-SA 4.0)

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Euler's number
History of calculation the mathematical constant e

Several scientists have contributed to the determination of today's Euler number. With his work on logarithms, John Napier made it possible to calculate the basis of the natural logarithm, that is, the constant e. It is interesting to note that Jost Bürgi in Prague had already clarified the logarithms before Napier (confirmed by Johann Kepler), but he published his results late. However, the initial merit of the formulation of Euler's number is to be admitted to Jacob Bernoulli, who discovered the constant when examining compound interest after 1683.
No doubt, Leonhard Euler deserves a name for the constant e. The Swiss native is considered one of the greatest mathematicians of history. He is the founder of graph theory, for solving differential equations he has determined the method of variation of constants, introduced a two-dimensional integral or the designation f(x) for a function. Another number, Euler-Mascheroni's constant, bears his name.

On the timeline, we can observe fundamental advances in the calculation of Euler's number. In addition, for the oldest calculations performed without computer, the number of decimal places of the calculated constant e is graphically represented.

TIMELINE PARAMETERS

Timeline span: 1690 - 2019

Events: 14 (3 with priority)

Timeline with calendar dates: 3 sets of values

One-time & time-span events (1 time-span event )

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Author : Timixi (editors)

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TIMELINE TRANSLATIONS

CZ Eulerovo číslo

EN Euler's number

TIMELINE IN CATALOG

Categories:
Mathematics   Computers & internet   Contemporary history  

Tags:
constant   y cruncher   computer   Napier   mathematics   Euler   calculation  

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TIMELINE RESOURCES

Euler's number - cs.wikipedia.org [CZ]
Eulersche Zahl - de.wikipedia.org
Euler's number to 10.000 digits - www.math.utah.edu
Mathematical constant e - en.wikipedia.org
Andrea Jezkova: History of e number (Bachelor thesis) - theses.cz PřF UP Olomouc, 2014 [CZ]
The constant e and its computation - numbers.computation.free.fr
Math constants computation: e - numberworld.org



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