The most awesome country in the world, except for it's horrible government as of 2019 which Ciro Santilli is trying to replace with democracy.

László Pyber is a Hungarian mathematician known for his work in combinatorics, group theory, and related areas. He has made significant contributions to the study of combinatorial structures and algebraic methods. Pyber is particularly noted for his work on extremal combinatorics and the influence of group actions on combinatorial properties.

One of Ciro Santilli's strongest feeling in education is that material often falls in either of the two categories:

Ciro believes that there is often an important missing link between them, e.g.:

If we as a society are unable to provide this sweet Middle Way sweet-spot, it is unreasonable to expect that learners will ever have the motivation to advance, because it is just too boring! They are just more likely to go play video games instead.

It is Ciro's hope that OurBigBook.com will help to fill exactly that gap.

In Ciro's view, as of the 2020's this critical gap generally lies somewhere between the end of undergraduate studies, and at the start of postgraduate studies.

What we have to do is make this knowledge more accessible all way down to high school and earlier.

Let's take the gloves off more often, and give the full thing to interested students! Let students learn what they want to learn, and do that as soon as possible! Life is too short!

This problem is basically the knowledge version of the last mile problem. When we reach the end of graduate, there are enough directions of knowledge to go off into, that the probability that a great free tutorial exists is relatively low. Of course, as one approaches the realm of novel research, the branching is so wide that having perfect tutorials becomes impossible. Ciro's goal in life go push the last mile marker a bit further out.

Related:

Bibliography:

Contains the gene: e. Coli K-12 MG1655 gene thrL.

Subset of the longer E. Coli K-12 MG1655 transcription unit thrLABC.

The trivial takes a few hours.

The easy takes a week.

And what seemed hard takes a few hours.

As "deadlines" approach, feature sets get cut down, then there are delays, and finally a feasible feature set is delivered some time after the deadline.

The only deadlines that can be met are those of tasks which have already been done but not announced.

This is of course Hofstadter's law.

On the other hand, as a colleague of Ciro once mentioned, it is also known that the time it takes for a task to be done expands without limits to match the deadline. And therefore, without deadlines, tasks will take forever and never get done.

And so, in a moment, perceiving this paradox, Ciro was enlightened.

"Meane" can refer to a few different things depending on the context. It could be a misspelling or variation of "mean," which is a mathematical term for the average of a set of numbers. Alternatively, "Meane" might refer to a specific name, place, or concept within a particular cultural or historical context.

What makes lasers so special: Lasers vs other light sources.

Bibliography:

In graph theory, an **infinite graph** is a graph that has an infinite number of vertices, edges, or both. Unlike finite graphs, which have a limited number of vertices and edges, infinite graphs can be more complex and often require different techniques for analysis and study. ### Key Characteristics of Infinite Graphs: 1. **Infinite Vertices**: An infinite graph can have an infinite number of vertices.

physicist with lots of focus on politically incorrect/Right wing stuff: