Learning habits

You don’t learn math: you get used to it

This was something my calculus teacher used to say and I really agree on that: it’s more about a slow burn.

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Integral of motions for RPGs

d20 test

The concept of the integral of motion of a system is interesting. If you have something made of many interconnected parts that influence each other movements by impacts and/or forces of attraction and repulsion it’s a mess, BUT you can try to get off the mess by finding something that, despite of all interactions, stays pretty much the same.

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Partial Derivative Equations

Wave equation

I’m getting ready for my last exams, then my thesis, then I’ll be off! It was a long time, I’m going to accomplish probably the biggest goal I let floating around for years because of ADHD - I’m pretty excited, the last rush is always the hardest but, in some way, I rewired myself to make me able to see the end of the line and it’s nice. To see the end of the line getting closer, I mean. And the subject I’m studying, of course, they relate to my favourite branch of maths: geometry and systems dynamics.

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Is this working?

I’m studying for two exams. Both about calculus, one focuses on $\mathcal{L}^p$ spaces, Fourier series and transformations, the other one is about PDE, Partial Derivates Equations.

They are both super-interesting, my main problem is to study as a student after a quarter century of not-being a student. I’m finding easier to write pretty much a whole book about the subject in order to streamline and clean all the informations (and re-learn LaTeX code, which will be useful for the final thesis).

For example, I’m on the Heat Diffusion Equations, $u_t+D\Delta u=0$ and - wait, does this format correctly on the website?

Ouff. Let’s check it out…

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Back in MAD

It’s time to make some new experiment.

Welcome to this new MAD.lair. Let’s see what happens now :)

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