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nyc111

1,230 karmajoined 13 years ago
https://1notes1.online/index.html

Submissions

Physics doesn't explain the universe. Computation does – Stephen Wolfram

youtube.com
1 points·by nyc111·5 days ago·0 comments

AI and Mathematics Research – Yikes (N.J. Wildberger)

youtube.com
2 points·by nyc111·14 days ago·0 comments

'Earthset' Is Captured on Video for First Time

nytimes.com
3 points·by nyc111·3 months ago·1 comments

Perfect Squares and Pythagorean Triples on the Ulam Spiral

youtube.com
1 points·by nyc111·5 months ago·0 comments

Terence Tao: Why I Co-Founded SAIR

youtube.com
1 points·by nyc111·5 months ago·0 comments

AI and Education: Generative AI and the Future of Critical Thinking

youtube.com
4 points·by nyc111·5 months ago·0 comments

The Simplest Math Problem No One Can Solve – Collatz Conjecture

youtube.com
2 points·by nyc111·6 months ago·0 comments

Parabolas and Archimedes - Numberphile

youtube.com
1 points·by nyc111·7 months ago·0 comments

The IBM 1401 compiles and runs Fortran II (2018)

youtube.com
3 points·by nyc111·9 months ago·1 comments

The Genes That Let Our Ancestors Walk Upright

nytimes.com
3 points·by nyc111·11 months ago·0 comments

Real numbers as Cauchy sequences don't work (2015)

youtube.com
1 points·by nyc111·11 months ago·0 comments

A Proportionality Hypothesis for modern physics – N J Wildberger

youtube.com
1 points·by nyc111·12 months ago·0 comments

Eromanga Sea

en.wikipedia.org
3 points·by nyc111·last year·0 comments

comments

nyc111
·3 months ago·discuss
I read all the comments in the times post and no one mentions that this is due to the motion of the Artemis II. On the moon there is no "earthrise" or "earthset", only a yearly wobble. On the earth the moon rises and sets because of the earth's rotation. I guess the editors of the NYT knew this so that they put the "earthset" in quotes.
nyc111
·8 months ago·discuss
I was able to open it in archive
nyc111
·8 months ago·discuss
I use nano a lot but this page is not opening for me. Is someone else having the same problem?
nyc111
·10 months ago·discuss
A beautiful book by Michel Pastoureau, Blue: The History of a Color (2001), the same content as the article in book form.

https://www.amazon.com/Blue-History-Color-Michel-Pastoureau/...
nyc111
·11 months ago·discuss
More detailed video of Plimpton 322 from the authors of the paper https://youtu.be/L24GzTaOll0?si=sNdwKiM7uYXbzVfL
nyc111
·11 months ago·discuss
I tried but his pages do not have links to a home page or other posts
nyc111
·11 months ago·discuss
It looks like they chose to use the "universal gravitational constant" "k" instead of Newton^s constant, "G": p.23, "k^2 = universal gravitational constant, 1.32452139x10^20, m^3/(sec^2)(sun mass units)"

I think "k" was also known as "Gaussian gravitational constant" https://en.wikipedia.org/wiki/Gaussian_gravitational_constan...

But the value and unit of "k" given in the Wikipedia page is different. Do you know what NASA document means by "universal gravitational constant" in modern sense?
nyc111
·11 months ago·discuss
Mathematician Norman Wildberger has been criticizing the embrace of infinitiy by modern mathematicians for decades: https://www.youtube.com/@njwildberger/search?query=infinity
nyc111
·last year·discuss
"What's irrefutably proven is that if you take this particular set of axioms, then these conclusions hold."

This is what I tried to say in my comment. It's the author who talks about the truth of the axioms. I'm objecting to his claim that we end up with "something we can know for sure". No. Your truth depends on your assumptions.
nyc111
·last year·discuss
"If the axioms are true, and the subsequent reasoning is sound, then the conclusion is irrefutable. What we now have is a proof: something we can know for sure."

... if the axioms are true. We still don't know for sure absolutely.

"The idea of self-evident truths goes all the way back to Euclid’s “Elements” (ca. 300 B.C.), which depends on a handful of axioms—things that must be granted true at the outset, such as that one can draw a straight line between any two points on a plane."

Strictly speaking, Euclid does not state axioms. He starts with 23 Definitions, 5 Postulates and 5 Common Notions. Drawing a straight line from any point to any point is stated as Postulate 1.

I realize this is a newspaper article.