The Chaotic Energy of Magic

LockandQi wrote: …As an economist with an undergrad in physics I appreciate this comment a lot!… I wrote: You can apply Markov Chains and stochastic differential equations to magic. More abstractly, you can use partial differential equations of empirical observations of “magic” to model it in factual ways. Technically, when you make an event more likely, you are creating an attractor. You are probably familiar with attractors and repellors. Think of changing a future outcome as constraining events so that probabilities are attracted that outcome in a similar way you can get attractive forces by squaring some quantities. A basic Read More


Psychic Energy, Networks, Circuits, and Sigils

This post was my response to someone who attempted to sketch out on graphing paper a system of sigils intended to manipulate mental or psychic energy. They were attempting to code and program with sigils. I wrote: It looks like you attempted to create a psychic circuit or cycle. It is very clumsy…Before I start, it is crucial that you correctly understand what circuits are. A circuit is: Traversing a graph such that not an edge is repeated but vertex can be repeated and it is closed also i.e. it is a closed trail. The second thing you should understand Read More


Evolution, Dynamical Systems and Markov Chains

In this post we present a high level introduction to evolution and to how we can use mathematical tools such as dynamical systems and Markov chains to model it. Questions about evolution then translate to questions about dynamical systems and Markov chains – some are easy to answer while others point to gaping holes in current techniques in algorithms and optimization.


Chaos, Creativity, and Cosmic Consciousness

In this book of “trialogues,” the late psychedelic visionary and shamanologist Terence McKenna, acclaimed biologist and originator of the morphogenetic fields theory Rupert Sheldrake, and mathematician and chaos theory scientist Ralph Abraham explore the relationships between chaos and creativity and their connection to cosmic consciousness. Their observations call into question our current views of reality, morality, and the nature of life in the universe.


New Science of Life

After rats at Harvard first escaped from a new kind of water maze, successive generations learned quicker and quicker. Then rats in Melbourne, Australia learned yet faster. Rats with no trained ancestors shared in this improvement. Rupert Sheldrake sees these processes as examples of morphic resonance. Past forms and activities of organisms, he argues, influence organisms in the present through direct connections across time and space.Individual plants and animals both draw upon and contribute to the collective memory of their species.


Psychokinetically Picking Your Path

A request I see a lot of people ask online a lot are things they can try with psychokinesis. In most places, this question tends to go unanswered where people inexperienced with psychokinesis will shift the conversation to an irrelevant topic that has nothing to do with psychokinesis. This article is about a simple and fun psychokinetic exercise that can be expanded into more advanced techniques and teaches manipulation of complex things. Instead of going in-depth on what random walks are, I am going to include a few useful videos made by people more qualified to explain it than me Read More


What is a Random Walk?

Random Walks are used in finance, computer science, psychology, biology and dozens of other scientific fields. They’re one of the most frequently used mathematical processes. So exactly what are Random Walks and how do they work?


Can a Chess Piece Explain Markov Chains?

In this episode probability mathematics and chess collide. What is the average number of steps it would take before a randomly moving knight returned to its starting square?


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