This work was an independent research project done for Math 392 and awarded Honors in Independent Study. The result was an English translation, from the original Latin, of Leonhard Euler\u27s classic 1740 article titled Solutio problematis arithmetici de inveniendo numero, qui per datos numeros divisus relinquat data residua. Commentarii academiae scientiarum imperialis Petropolitanae 7 (1740), pp.46-66. The students\u27 first translation was reviewed by outside evaluator, Dr. Dominic Klyve, Associate Professor of Math at Central Washington University, and a specialist in the history of mathematics. Based on Klyve\u27s feedback, the students made some changes to their original work, which are reflected in the final version here
In this article, we present results of a research about the links between the calculating skills, th...
SUMMARY. — Stevin's Arithmetica (1585) shows the concept of number in the making, and its first syst...
As early as the 16th century, Simon Jacob, a German reckoning master, noticed that the worst case in...
This work was an independent research project done for Math 392 and awarded Honors in Independent St...
Euler proves the Chinese Remainder Theorem by constructing an algorithm to find the smallest number ...
Euler searches for integer solutions to axx+bx+c=yy and considers some applications to figurate numb...
AbstractRemainder problems have a long tradition and were widely disseminated in books on calculatio...
International audienceemainder problems have a long tradition and were widely disseminated in books ...
In this paper, Euler investigates a differential equation that he encountered in finding the arc len...
Available on demand as hard copy or computer file from Cornell University Library.Errata: p. [1] at ...
English translation of the paper: "De Fractionibus Continuis Dissertatio" by Leonhard Euler.Article ...
Until the seventeenth century, rational numbers were represented as fractions. It was starting from ...
SUMMARY. — Regiomontanus owned a manuscript of John of Meurs' Quadripartitum numerorum, which he abu...
The following thesis contains an elementary account of the logical foundations of the real number sy...
International audienceemainder problems have a long tradition and were widely disseminated in books ...
In this article, we present results of a research about the links between the calculating skills, th...
SUMMARY. — Stevin's Arithmetica (1585) shows the concept of number in the making, and its first syst...
As early as the 16th century, Simon Jacob, a German reckoning master, noticed that the worst case in...
This work was an independent research project done for Math 392 and awarded Honors in Independent St...
Euler proves the Chinese Remainder Theorem by constructing an algorithm to find the smallest number ...
Euler searches for integer solutions to axx+bx+c=yy and considers some applications to figurate numb...
AbstractRemainder problems have a long tradition and were widely disseminated in books on calculatio...
International audienceemainder problems have a long tradition and were widely disseminated in books ...
In this paper, Euler investigates a differential equation that he encountered in finding the arc len...
Available on demand as hard copy or computer file from Cornell University Library.Errata: p. [1] at ...
English translation of the paper: "De Fractionibus Continuis Dissertatio" by Leonhard Euler.Article ...
Until the seventeenth century, rational numbers were represented as fractions. It was starting from ...
SUMMARY. — Regiomontanus owned a manuscript of John of Meurs' Quadripartitum numerorum, which he abu...
The following thesis contains an elementary account of the logical foundations of the real number sy...
International audienceemainder problems have a long tradition and were widely disseminated in books ...
In this article, we present results of a research about the links between the calculating skills, th...
SUMMARY. — Stevin's Arithmetica (1585) shows the concept of number in the making, and its first syst...
As early as the 16th century, Simon Jacob, a German reckoning master, noticed that the worst case in...