Posted on January 31, 2009

Why Was There No Chinese Newton?

From the fourteenth until the twentieth century, almost all important global advances in mathematics were European. I would be tempted to say that European leadership was stronger in mathematics than in almost any other scholarly discipline. Perhaps the simplest explanation for why the Scientific Revolution happened in Europe is because the book of nature is written in the language of mathematics, as Galileo once famously stated, and Europeans did more than any other civilization to develop or discover the vocabulary of this language

To my essay Western Civilization and Socratic Dialogue, Dymphna of the Gates of Vienna blog wrote a comment about Greek vs. Chinese ways of thinking. This is an interesting subject which I will explore further here, with an emphasis on mathematical astronomy. The Danish nobleman and astronomer Tycho Brahe (1546–1601), born in Scania or Skåne in southern Sweden, then a part of the Kingdom of Denmark, from 1600 until his death in 1601 was assisted by theGerman mathematical astronomer Johannes Kepler (1571–1630), who published his Astronomia nova in 1609 with calculations of the elliptical orbit of Mars based on Brahe’s careful observations. The English scholar Sir Isaac Newton (1642–1726) has no equal in the history of science, with the possible exception of Albert Einstein. Yet even he did not work in isolation.

Here is The Oxford Guide to the History of Physics and Astronomy, page 227:

“In 1679, Newton learned of Robert Hooke’s idea that orbital or curved motion could be explained by a combination of a linear inertial component along the orbit’s tangent and a continual falling inward toward the center. Newton wrote that he had never before heard of this ‘hypothesis.’ But he perceived a connection between Hooke’s suggestion and Johannes Kepler’s law of areas, and showed that they implied that the tendency toward the center in planetary elliptical orbits must vary as the inverse square of the distance from the Sun. He informed no one about this great breakthrough. In 1684 Newton received a visit from Edmond Halley, who asked for help in solving a problem that had stumped everyone in London: the force that produces planetary elliptical orbits. Newton replied that he had already solved it. He wrote up his solution in a little tract called De motu. While revising and expanding it, he discovered that the same force that keeps the planets in orbit must cause perturbations in the orbital motions of other planets, the key to the great principle and law of universal gravitation….In 1687 he published his resulting masterpiece, Philosophiae naturalis principia mathematica (Mathematical Principles of Natural Philosophy).”

Source:
Why Was There No Chinese Newton?
brusselsjournal.com

Send this site to a friend! (click here)

Leave a Comment

NPI is looking for volunteers!

We need help with fundraising, Web publicity, Web content, and public relations.

You can pick the project with which you are most comfortable and work at your own pace. Out-of-pocket expenses will be reimbursed.

If you're interested, please send us your resume, tell us something about yourself, and why you would like to help. We can be reached at
npi [at] nationalpolicyinstitute.org.

eNews & Updates

Sign up to receive breaking news
as well as receive other site updates!

We will not spam you, or sell, rent, exchange, or otherwise share your email address with a third party.

Monthly Archive

 
NATIONAL POLICY INSTITUTE
P. O. Box 3465
Augusta, GA 30914
Phone 706-736-4884
Fax 706-733-7652
nationalpolicyinstitute.org
E-Mail npi@nationalpolicyinstitute.org

CHAIRMAN

Louis R. Andrews

DIRECTORS

Louis R. Andrews
Lou Calabro
John Gardner
Anthony Hilton
Mark Stradley

ADVISORY COMMITTEE

(in formation)
Miles Wolpin, Ph.D., J.D.
Anthony Hilton, Ph.D.
James Owens, Ph.D.
Ralph Scott, Ph.D.
Disclaimer
NPI publications are not to be construed as necessarily reflecting the corporate views of the National Policy Institute or as an attempt to aid or hinder the passage of any bill before the Congress of the United States.

The National Policy Institute is classified as a Section 501 (c) (3) organization under the Internal Revenue Code. Individuals, foundations, corporations, and associations may support the educational and research work of NPI through tax-deductible gifts.

The National Policy Institute does not rent, sell, or publicize its contributor lists.
News Releases
Feeds

Of further interest
spacer