This essay presents a brief summary of the historical orientation of mathematics combining political events, cultural events, and mathematical ideas. The political and cultural events related to the evolution of mathematics bring quite a few significant things in perspective…
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The essay "Brief Summary of Historical Orientation of Mathematics" presents a brief summary of the historical orientation of mathematics combining political events, cultural events, and mathematical ideas. The political and cultural events related to the evolution of mathematics bring quite a few significant things in perspective. By 2000 BCE, Pythagorean triples and quadratic equations had started to form the important basis. In about a thousand years’ time, by 1000 BCE, the Pythagorean Theorem was coined in China. In 500 BCE, cubes were being used immensely well within Europe. 400 BCE saw Plato, Theaetetus, Eudoxus, and Aristotle doing their significant works within Europe. 300 BCE was known for the Archimedes Principle in Europe and Euclid and Apollonius in Asia and Africa. Trigonometry began in 200 BCE in African and Asian regions. 300 CE saw Pappus doing some important work within the field of mathematics in Asia. 500 CE brought with it the volume of a sphere in China, Asia. 700 CE was known for the decimal value system in India while Al-Khwarizmi and algebra are best known for in the 800 CE century. 1000 CE saw the coining of sums of power in Africa as well as the inventions of Omar Khayyam in Asia related to cubics and their solutions. By about the same time, the Pascal triangle was also instituted in China. In 1100 CE, there were important translations done with regards to works in mathematics from Arabic to Latin. 1200 CE was famous for Leonardo of Pisa in Europe and Nasir-ud-Din al-Tusi in Asia.
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