The geometry of divisors is a topic in algebraic geometry that deals with the study of divisors on algebraic varieties, particularly within the context of the theory of algebraic surfaces and higher-dimensional varieties. A divisor on an algebraic variety is an algebraic concept that intuitively represents "subvarieties" or "subsets", often associated with codimension 1 subvarieties, such as curves on surfaces or hypersurfaces in higher dimensions.

Crush the current grossly inefficient educational system, replace today's students + teachers + researchers with unified "online content creators/consumers".

Gamify them, and pay the best creators so they can work it full time, until some company hires for more them since they are so provenly good.

Destroy useless exams, the only metrics of society are either:

Reduce the entry barrier to education, like Uber has done for taxis.

Help create much greater equal opportunity to talented poor students as described at free gifted education.

Give the students a flexible choice of what to learn, which basically implies that a much large proportion of students get a de-facto gifted education.

In some ways, Ciro wants the website to feel like a video game, where you fluidly interact with headers, comments and their metadata. If game developers can achieve impressively complicated game engines, why can't we achieve a decent amazing elearning website? :-)

Related:

This mini-project walks the category hierarchy Wikipedia dumps and dumps them in various simple formats, HTML being the most interesting!

Scripts used:

Some of the contributions are subjectively self evaluated based on:

Basically a synonym of Lorentz covariance?

This shall not list bugs solved by my accepted pull requests.

In 2020 physics, best explained by general relativity.

TODO: does old Newtonian gravity give different force results than general relativity?

Off-the-shelf techniques to become a teaching superhero.

Customized website idea at: OurBigBook.com.

Once you have crated something awesome, you have to advertise it, otherwise no one will ever find it.

This means:

Eventually, people will find you on the front page of Google searches, and then you will know that you've truly made something useful.

Bibliography:

William Austin Starmer, commonly known as Keir Starmer, is a British politician and lawyer who has been the leader of the Labour Party and the Member of Parliament (MP) for Holborn and St Pancras since 2015. Before entering politics, he had a distinguished career in law, serving as the Director of Public Prosecutions and leading the Crown Prosecution Service in England and Wales.

The De Rham-Weil theorem is a result in the field of algebraic geometry and homological algebra, primarily concerning the relationships between algebraic varieties and their cohomology.

"Topos" can refer to several things depending on the context: 1. **Mathematics (Category Theory)**: In mathematics, particularly in category theory, a topos (plural: topoi or toposes) is a category that behaves like the category of sets and has certain additional properties. Topoi provide a framework for doing geometry and topology in a categorical way, and they can be used to study logical systems.

Cherry Lane Music is a music publishing company that has played a significant role in the music industry by acquiring, managing, and licensing a diverse catalog of songs across various genres. Founded in 1960, the company is known for representing a wide array of songwriters and composers, particularly in the fields of popular and contemporary music. Cherry Lane also provides services related to music licensing, sheet music publishing, and other rights management functions.

Adolf Martin Schlesinger (born on December 3, 1883, and died on December 16, 1960) was a German-born American composer and conductor known for his contributions to music in the early to mid-20th century. His work spanned various musical forms and genres, although he is less widely recognized than some of his contemporaries.