Both from a historical and mathematical point of view it is important to read original sources, even if in translation.īut why Euler? Anniversaries are useful reminders, but more importantly Euler is unusual in the clarity of his mathematical writing. On the other hand, almost anyone could read, appreciate and enjoy Elements of Algebra. Although, even here, some advanced mathematics is needed as background to Blanton of Introduction to Analysis of the Infinite and Foundations of Differential Calculus, see, and. Two exceptions to this are the recent translations by J. Unfortunately many of these books and scientific papers are either not available in English, areĪbout rather obscure mathematical topics, or are simply difficult to obtain. This list of works is available online at the Euler archive. Each item in his list ofĨ66 distinct works was given a number, E1-E866, and these numbers are a widely accepted way to refer to specific books, papers or important scientific letters. You can get an idea of the range of Euler's work by looking at the list compiled by the Swedish mathematician Gustav Eneström. This vast collected work, known as Opera Omnia, now contains over 75 volumes. In 1907 the Euler Committee of the Swiss Academy of Sciences was founded to publish all of Euler's scientific books, papers and correspondence in one edition. Leonhard Euler (1707-1783) was one of the most prolific mathematical authors of all time and the 15th April 2007 was his three hundredth birthday. It might seem strange to consider an algebra textbook which is almostĢ50 years old, but there are a number of good reasons to do so. This mathematician was Leonhard Euler and his book is an elementary algebra textbook which starts with a discussion of the nature of numbers, of the symbols such as + and -, and then explains techniques for solving equations of various kinds. In particular it is about one of his books, Elements of Algebra. This article is about a mathematician who in 1775, while France was mired in revolution, was in St Petersburg researching both mathematics and science. So opens Charles Dickens's book A Tale of Two Cities, a story set in revolutionary France of 1775.
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