Sentence examples for mathematical classics the from inspiring English sources

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Nowadays, trigonometric series solutions (12) are called Fourier series, after Joseph Fourier, who in 1822 published one of the great mathematical classics, The Analytical Theory of Heat.

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300 bc) in his Jihe tongjie ("Complete Explanation of Geometry"), by reference to the chapter devoted to right-angled triangles in Jiuzhang suanshu (Nine Chapters on the Mathematical Procedures), a mathematical classic completed during the Han dynasty (206 bc ad 220).

But traditionally these methods employ the mathematical classic numbers, which cannot appropriately cover the uncertainties.

For example, Sunzi suanjing ("Sunzi's Mathematical Classic") and Zhang Qiujian suanjing ("Zhang Qiujian's Mathematical Classic"), both probably written before the 5th century and included in the "Ten Classics," employed new descriptions of algorithms for the extraction of square and cube roots.

For example, "Sunzi's Mathematical Classic" presents this congruence problem: Suppose one has an unknown number of objects.

Accomplished historian and Chinese-language scholar Roger Hart examines Nine Chapters of Mathematical Arts-the classic ancient Chinese mathematics text-and the arcane art of fangcheng, one of the most significant branches of mathematics in Imperial China.

The solution was a matching process, which evolved into what was shown to be a classic mathematical recipe, the so-called stable marriage algorithm.

For this reason, we tried to generate the relation between the authority and the structure of web discussion using the classic mathematical approach based on the linear and non-linear regressions.

As an example, the team says that it will be able to crunch through the traveling salesman problem a classic mathematical challenge that demands the calculation of the most efficient route between a number of points far faster than its rivals.

His description of phyllotaxis and the Fibonacci sequence, the mathematical relationships in the spiral growth patterns of plants, is classic.

The mathematical structure of the Marmarou et al. [ 5] equation is the classic Verhulst logistic model, ubiquitous in biological growth and saturation phenomena [ 27].

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