This article reveals the ability of human beings to think
mathematically and create inventions. While reading this article, the figure
about “the classical Eurocentric trajectory” surprised me that there is no
acknowledgement of other countries who contributed to math history. Later in
the article, the figure about “An alternative trajectory for the Dark Ages”
attracts me how Baghdad served as a meeting place to other countries to
collaborate on their researches during dark ages. The diagram about “the spread
of mathematical ideas down the ages” represents the interconnection between the
countries on the development of math, whether it is confirmed or unconfirmed
two way or one-way transmission. It helps me to understand the transmission of
knowledge quickly and clearly.
Secondly, the “Caliph al-Mansur at Baghdad”, where the manuscript library was built, make me think about the obstacles faced by the
mathematicians to the exchange of knowledge between many cultures or countries.
During that time, there were no technology or instruments to gather
information, and there were no means of transport to travel from one country to
another. Whereas nowadays, new inventions or technology make life easier to
gain knowledge or collect information.
The discoveries about place value and the use of zero in
the article reminds me of my research on the history of zero in my university
course. It tells how a place holder becomes a zero in a number system. Each
culture has its meaning of zero, such as in Arabic “sifr” means nothing, in
Sanskrit “Shuunya” means empty or dot.
This article makes me excited to learn and explore the
history of mathematics and inventions.

Very interesting connections and ideas here, Amrit! Isn't it interesting how much communication and travel there was in ancient societies, long before the advent of air travel, the internet, etc.?
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