zettelkasten.de/posts/overview/ mentions one page to rule them all:

Yet another name for a personal knowledge base, some usages:

Lists of digital gardens:

Ciro Santilli invented this term, derived from "hardware in the loop" to refer to simulations in which both the brain and the body and physical world of organism models are modelled.

E.g. just imagine running:

Ciro Santilli invented this term, it refers to mechanisms in which you put an animal in a virtual world that the animal can control, and where you can measure the animal's outputs.

A Drosophila melanogaster has about 135k neurons, and we only managed to reconstruct its connectome in 2023.

The human brain has 86 billion neurons, about 1 million times more. Therefore, it is obvious that we are very very far away from a full connectome.

Instead however, we could look at larger scales of connectome, and then try from that to extract modules, and then reverse engineer things module by module.

This is likely how we are going to "understand how the human brain works".

Some notable connectomes:

This is the most plausible way of obtaining a full connectome looking from 2020 forward. Then you'd observe the slices with an electron microscope + appropriate Staining. Superintelligence by Nick Bostrom (2014) really opened Ciro Santilli's eyes to this possibility.

Once this is done for a human, it will be one of the greatest milestone of humanities, coparable perhaps to the Human Genome Project. BUt of course, privacy issues are incrediby pressing in this case, even more than in the human genome project, as we would essentially be able to read the brain of the person after their death.

As of 2022, the Drosophila connectome had been almost fully extracted.

This is also a possible path towards post-mortem brain reading.

Ciro Santilli's dreams are described at: Ciro Santilli's dreams.

This is not a label that Ciro Santilli likes to give lightly. But maybe sometimes, it is inevitable.

Bibliography:

His father fought a lot with the stupid educational system to try and move his son to his full potential and move to more advanced subjects early.

A crime of society to try and prevent it. They actually moved the family from Singapore to Malaysia for a learning opportunity for the son. Amazing.

This is the perfect illustration of one of Ciro Santilli's most important complaints about the 2020 educational system:and why Ciro created OurBigBook.com to try and help fix the issue.

Possible social media

Bibliography:

The Honda UNI-CUB is a personal mobility device developed by Honda, designed to enhance personal transportation with a focus on balance and ease of use. Introduced in 2012, the UNI-CUB is notable for its unique design that allows users to maneuver while seated, making it suitable for navigating urban environments as well as for indoor use.

The term "Honeywell 200" may refer to several different products or systems depending on the context, as Honeywell is a large multinational conglomerate known for its diverse range of products and technologies. 1. **Honeywell 2000 Series**: This might refer to the Honeywell 2000 series of thermostats or control systems for HVAC (heating, ventilation, and air conditioning) systems.

"Hoppus" typically refers to Mark Hoppus, an American musician, songwriter, and producer best known as the bassist and co-lead vocalist of the punk rock band Blink-182. Born on March 15, 1972, he has played a significant role in shaping the pop-punk genre alongside other band members. In addition to his work with Blink-182, Hoppus has been involved in various other music projects and has produced albums for other artists.

A hyperfunction is a mathematical concept that generalizes the notion of distributions in the field of functional analysis and complex analysis. Hyperfunctions are used primarily in the study of analytic functions, particularly in the context of complex variables and the theory of partial differential equations. Hyperfunctions can be understood as a way to tackle problems that involve boundary values of analytic functions, serving as a bridge between analytic functions defined in a complex domain and generalized functions (or distributions) defined in real analysis.