Add to ORKGThis article features some genuine Eulerian magic. In 1748, Leonhard Euler considered a modification of the harmonic series in which negative signs were attached to various terms by a rule that was far from self-evident. With his accustomed flair, he determined its sum, and the result was utterly improbable. There are a few occasions in mathematics when the term “breathtaking” is not too strong. This is one of them
To recognize Leonhard Euler’s 300th birthday, we sketch his life and give a brief survey of some of ...
This paper discusses the role of the series expansion of (1 - g cos ω)-μ in the works of Leonhard Eu...
This article contains Euler\u27s first published use of complex numbers and a many-axis geometric co...
This paper begins with an expression of the trapezoid rule for formal mechanical quadrature. Euler...
milestone was marked in a reasonable number of publications, although fewer than the number that cel...
I used to think math was no fun'Cause I couldn't see how it was doneNow Euler's my heroFor I now see...
In 1988 The Mathematical Intelligencer, a quarterly mathematics journal, carried out a poll to find ...
Leonhard Euler (1707 – 1783), was a Swiss mathematician, physicist, astronomer and logician who made...
This paper begins with an expression of the trapezoid rule for formal mechanical quadrature. Euler...
Dans cet article, on montre que le Tentamen de Leonhard Euler (1707–1783) apporte une solution arith...
In response to a letter from Goldbach, Euler considered sums of the form [unable to replicate formul...
AbstractThat Euler was quite aware of the subtleties of assigning a sum to a divergent series is amp...
About the book: The year 2007 marks the 300th anniversary of the birth of one of the Enlightenment?s...
AbstractThat Euler was quite aware of the subtleties of assigning a sum to a divergent series is amp...
We examine the mathematical and historical context of Leonhard Euler’s first paper on Diophantine Eq...
To recognize Leonhard Euler’s 300th birthday, we sketch his life and give a brief survey of some of ...
This paper discusses the role of the series expansion of (1 - g cos ω)-μ in the works of Leonhard Eu...
This article contains Euler\u27s first published use of complex numbers and a many-axis geometric co...
This paper begins with an expression of the trapezoid rule for formal mechanical quadrature. Euler...
milestone was marked in a reasonable number of publications, although fewer than the number that cel...
I used to think math was no fun'Cause I couldn't see how it was doneNow Euler's my heroFor I now see...
In 1988 The Mathematical Intelligencer, a quarterly mathematics journal, carried out a poll to find ...
Leonhard Euler (1707 – 1783), was a Swiss mathematician, physicist, astronomer and logician who made...
This paper begins with an expression of the trapezoid rule for formal mechanical quadrature. Euler...
Dans cet article, on montre que le Tentamen de Leonhard Euler (1707–1783) apporte une solution arith...
In response to a letter from Goldbach, Euler considered sums of the form [unable to replicate formul...
AbstractThat Euler was quite aware of the subtleties of assigning a sum to a divergent series is amp...
About the book: The year 2007 marks the 300th anniversary of the birth of one of the Enlightenment?s...
AbstractThat Euler was quite aware of the subtleties of assigning a sum to a divergent series is amp...
We examine the mathematical and historical context of Leonhard Euler’s first paper on Diophantine Eq...
To recognize Leonhard Euler’s 300th birthday, we sketch his life and give a brief survey of some of ...
This paper discusses the role of the series expansion of (1 - g cos ω)-μ in the works of Leonhard Eu...
This article contains Euler\u27s first published use of complex numbers and a many-axis geometric co...