math_and_stuff

Joined 11 years ago

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667
Submissions
95
Member since
Feb 16
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Recent submissions

Comment · 4 years ago
The censorship was of the Microsoft and Google portions of the report. Removing 100 pages of a 150 page report for political reasons is for sure still censorship.

And if an organization funded a report, it is unethical to hide that information. It is absolutely standard to attach notices of non-endorsement after funding disclosures.

Comment · 5 years ago
Comment · 5 years ago
All of the figures from said article add up to EFF receiving a total of $478K from Facebook and Google over four calendar years (2015 through 2018).

Of course I agree that these orgs shouldn't accept money from tech giants, but any critique should be done accurately with citations.

Comment · 5 years ago
Comment · 5 years ago
The article was published Nov. 4, days before the infrastructure bill passed. Not yesterday. You can easily find this in the header of the article.
Comment · 6 years ago
Sounds a lot like the Defense Innovation Board and National Security Commission on AI.
Comment · 6 years ago
Upgrade this from a linear system solve to a (perhaps Mixed Integer) Linear Program solution and then we're talking!
Comment · 6 years ago
Comment · 6 years ago
Comment · 7 years ago
The entries of a matrix are eigenvalues of 1x1 minors, and clearly eigenvectors are a function of the entries.

That the result is a function of (n-1) minors is first-order information and would help clarify the default assumption that the result computes eigenvectors from the full Hermitian matrix's eigenvalues.

Comment · 7 years ago
Aggressively normalize US companies conceding to Chinese Communist Party censorship and surveillance demands.
Comment · 7 years ago
Comment · 7 years ago
Why say 'align with western values' instead of 'respect human rights'? Freedom of speech and assembly are encoded in the Universal Declaration of Human Rights.
Comment · 7 years ago
Comment · 7 years ago
Both of those are typically referred to as manifolds with boundary. The setting of Stokes Theorem is often manifolds with boundary.

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