Antoine's Necklace, some boundary conditions, and a p-adic Cantor set (C) amd its reciprocal (C*).
A music theory paper and some math associated with it on the way.
I'm fascinated by grouping of prime tuplets and their polyrhythms. I like to use tools from number theory to help find ways to optimize their performance/computation.
I mathematically model dynamical systems because they exhibit interesting topology.
Sometimes it's good to work through models this type of analysis is sometimes used for.
In my paper, I describe how fight or flight overrides prey-drive and use a familiar example of foxes and rabbits, but introduce another character: wildfire.
It makes wildly absurd notions of what locality is despite the fact that we already have mathematical tools to effectively describe closeness via topological spaces.
Fun fact: one of the 2022 Nobel Prize winners (that supposedly confirmed Bell's inequality with highly biased measurements) is john clauser. John clauser is a climate change denier. We're giving out Nobel prizes to climate change denying frauds who don't understand propositional logic. Wtf are we doing?
We can use spectral analysis to distribute the probability of a statement's consistency within a defined system.
Basically, we can resolve the accuracy of a statement by treating contradictions as eigenvectors. Doing so with a positive scale (>0) resolves their accuracy by transforming them into well‑defined spectral objects.
Here are the first 10 pages on my recent paper on Gödel's incompleteness theorem.
Erik Norman
Antoine's Necklace, some boundary conditions, and a p-adic Cantor set (C) amd its reciprocal (C*).
A music theory paper and some math associated with it on the way.
I'm fascinated by grouping of prime tuplets and their polyrhythms. I like to use tools from number theory to help find ways to optimize their performance/computation.
5 days ago | [YT] | 27
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Erik Norman
I mathematically model dynamical systems because they exhibit interesting topology.
Sometimes it's good to work through models this type of analysis is sometimes used for.
In my paper, I describe how fight or flight overrides prey-drive and use a familiar example of foxes and rabbits, but introduce another character: wildfire.
#mathematicalmodeling #ecology #dynamicalsystems #philosophy #sociology
2 months ago | [YT] | 23
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Erik Norman
Timing is everything.
It's time to talk about sex, politics, and religion.
April fool me once shame on you - this paper is on academia.edu.
#consciousness #sèx #politics #religion #psychology
3 months ago | [YT] | 14
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Erik Norman
Bell's Theorem is NOT a law of physics.
It makes wildly absurd notions of what locality is despite the fact that we already have mathematical tools to effectively describe closeness via topological spaces.
Fun fact: one of the 2022 Nobel Prize winners (that supposedly confirmed Bell's inequality with highly biased measurements) is john clauser. John clauser is a climate change denier. We're giving out Nobel prizes to climate change denying frauds who don't understand propositional logic. Wtf are we doing?
#quantum #quantumphysics #quantummechanics #entanglement #BellsTheorem #BellsInequalities #physics #math #logic #computerscience #quantumcomputing #blochsphere
3 months ago | [YT] | 27
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Erik Norman
Don't get addicted to telling the truth.
We can use spectral analysis to distribute the probability of a statement's consistency within a defined system.
Basically, we can resolve the accuracy of a statement by treating contradictions as eigenvectors. Doing so with a positive scale (>0) resolves their accuracy by transforming them into well‑defined spectral objects.
Here are the first 10 pages on my recent paper on Gödel's incompleteness theorem.
Here are some of my recent papers:
independent.academia.edu/ErikNorman5
#logic #mathematician #computerscience #programming #philosophy
3 months ago | [YT] | 30
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Erik Norman
Happy π day to those who celebrate!
I've been working on a tool that probes the primes for patterns and found the Feynman point using spectral analysis!
Looking forward to showing you more!
#π #piday #primenumbers #mathematician #math
3 months ago | [YT] | 32
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Erik Norman
Locality independence in Norman Space.
Generally, we have treated y and z as independent variables.
However, by mapping z to y and y to x, we can take a logarithmic function and compute it linearly (with scale defined by the domain itself).
This is the basic idea behind how I am computing complex functions as vectors in realtime.
More otw!
4 months ago | [YT] | 22
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Erik Norman
I have a paper I'm writing on the way about Prime Numbers!
I'm planning on making content explaining it and making diagrams and simulations as visualization tools.
Very excited to show you 🥳
#RiemannHypothesis #NumberTheory #Mathematician
4 months ago | [YT] | 15
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Erik Norman
What's your favorite equation atm?
4 months ago | [YT] | 2
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Erik Norman
Early birthday present! 🎉🥳🎉
1 year ago | [YT] | 8
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