Ciro Santilli @cirosantilli 40

One of Satoshi's email addresses, this one is given on the Bitcoin whitepaper.

The "Chinese scholar" is one of the traditional male ideals of Chinese culture.

Particular attributes the ideal Chinese scholar would have include:It is in a sense sad (or awesome) that the computer has essentially replaced, or one may argue, enhanced beyong recognition, all of the traditional four arts, to the point that Ciro can't touch anything that is not a computer. Sometimes the old arts live on particularly closely though, e.g. in computer music, computer graphics and computer Go.

One is reminded of Nick Leeson.

One things must be said: the root cause of all of this is the replication crisis.

This is why he managed to go on for so long.

People felt it was normal to have to try for one or two years to replicate a paper.

Author: en.wikipedia.org/wiki/Anthony_Zee from University of California, Santa Barbara.

ISBN-13: 978-0691140346

Amazon: www.amazon.com/dp/0691140340

lecture 1 mentions that this book is quick and dirty, as one might guess from the title. Ciro Santilli thinks he's gonna like this one.

First edition: from 2003, www.amazon.com/dp/0691010196, ISBN-13: 978-0691010199.

Summary:

This didn't really deliver. It does start from the basics, but it is often hard to link those basics to more interesting or deeper points. Also like many other Quantum field theory book, it does not seem to contain a single comparison between a theoretical result and an experiment.

TODO possible? superuser.com/questions/559768/ffplay-how-to-play-together-separate-video-and-audio-files

For synthesized streams like sine we can do it e.g.but it does not seem to accept multiple -i for some reason. So is there a way to open a file from some filter? E.g.:fails with:

In 2024 they started making tumblers illegal:So why privacy coins weren't fully forbidden then?

TODO what is the point of them? Why not just sum over every index that appears twice, regardless of where it is, as mentioned at: www.maths.cam.ac.uk/postgrad/part-iii/files/misc/index-notation.pdf.

Vectors with the index on top such as $x^i$ are the "regular vectors", they are called covariant vectors.

Those in indices on bottom are called contravariant vectors.

It is possible to change between them by Raising and lowering indices.

The values are different only when the metric signature matrix is different from the identity matrix.

We select for the general Equation "Schrodinger equation":giving the full explicit partial differential equation:

The corresponding time-independent Schrödinger equation for this equation is:

Ciro Santilli's favorites so far:

Bibliography of the biliograpy:

Recommendations by friend P. C.: