Weekly Connections #2

Logic, Orbits, Propulsion & Building AION

Each week I’m asking myself a simple question:

What new connections did I make across disciplines that could one day create value for others?

This week’s connection:
ancient logic + Euclid + astronomy + rocketry + AI-driven space-risk systems (AION).

They look separate. But the further I go, the more they feel like the same discipline expressed in different languages:
how structure creates behaviour.


The connection

Aristotle → Euclid → the night sky

This week I spent time with:

  • Aristotle’s Logic II — propositions, forms, syllogisms

  • Euclid Book I (11–20) — acute/obtuse angles, circles, boundaries

  • Euclid I.5 — my first full geometric proof

  • Astronomy exercises — Polaris, stellar motion, Earth’s rotation

  • Rocketry basics — thrust, mass flow, combustion, nozzle design

  • Risk architecture (AION Phase 4) — mission phases, near-miss modelling, regulatory bands, and incident integration

On paper, they belong to different centuries.

But the through-line is the same:
A system behaves the way it is built.

  • Aristotle structures arguments.

  • Euclid structures space.

  • Gravity structures motion.

  • Rocket engines structure energy.

  • AION structures the risk.

Once you see the pattern, each discipline becomes a mirror for the others.

What I studied

Aristotle’s Logic II—the forms beneath thought

I worked through:

  • Subject / predicate / copula

  • Quantity (universal/particular)

  • Quality (affirmative/negative)

  • The four classical forms: A / E / I / O

When I started writing my own propositions, something clicked.

  • A: All stars emit light.

  • E: No planet emits light.

  • I: Some stars become black holes.

  • O: Some stars do not collapse into black holes.

The system is simple, but it disciplines the mind.
It forces clarity at the sentence level — the smallest unit of reasoning.

Euclid Book I (11–20)

Copying and drawing the definitions again:

  • acute/obtuse angles

  • circles, diameters, boundaries

  • triangle types

  • semicircles and centres

Once drawn, the definitions become interfaces, not words.
They give geometry a grammar.

My first full Euclidean proof — I.5

The isosceles triangle proposition forced me into real geometric reasoning:

  • Equal sides → congruent triangles → equal base angles.

It’s more than a proof.
It’s a pattern:
Start with a given → construct → compare → conclude.

I got stuck on Euclid I.5 for longer than I'd like to admit. The logic was there, but I kept skipping steps...

Astronomy — motion, perception, reference frames

I spent two nights outside observing:

  • Polaris (near-perfect axis of Earth’s rotation)

  • The difference in motion between horizon stars and near-pole stars

  • Atmospheric twinkle

  • Brightness variations

  • The illusion of the sky “moving” when it’s Earth rotating

A simple insight:

The world changes depending on what you anchor to.

Polaris gives stillness.
The horizon gives velocity.
Same sky, different reference frame.

That’s also how risk behaves: it depends on where you stand in the system.

Rocketry — thrust, combustion and control

I continued my rocketry lessons and explored propulsion fundamentals:

  • Newton’s Third Law as the heart of thrust

  • Mass-flow rate × exhaust velocity

  • Solid engine structure (nozzle → propellant grain → delay charge → ejection)

  • Failure modes:

    • under-performance

    • nozzle misalignment

    • failed ejection

One insight stood out:

A rocket’s performance depends less on “how much fuel” and more on how efficiently energy is channelled into direction.

It's simple, but it forces you to think clearly

Flow beats force.

School of Thought — meta-learning connections

Three patterns emerged across all subjects:

  1. Logic → Geometry
    Euclid’s proofs are Aristotle’s syllogisms expressed spatially.

  2. Geometry → Astronomy
    Angles and circles become real when you watch the sky move.

  3. Astronomy → Rocketry
    Orbits are just curved paths created by gravity and forward velocity.

Every discipline sharpened the others.

What I built (AION Phases 4 & 5)

This was a major build week.

AION — Phase 4 Sprint D complete, Sprint E underway

  • Completed the mission timeline, phase detail panel, incident integration, and actuarial breakdowns.

  • Added model weights, normalised contributions, and the full 4-model ensemble.

  • Integrated historical incidents and proper UX patterns for underwriters.

  • Moved into Sprint E with backend integration, AI insight chips, regulatory tab, and export bundles.

The system is starting to feel like a mission-assurance workbench, not just a demo.

The work is technical, but the pattern matches everything above:

  • assumptions → structure → behaviour

  • inputs → transformations → outputs

  • clarity → confidence → better decisions

AION, like Euclid, demands order.

Small insights

  • Writing Euclid by hand strengthened my focus more than any modern tutorial.

  • The sky is a moving system, and your perception shifts with your anchor point.

  • Rocket engines are controlled explosions — a reminder that power without structure is chaos.

  • Logic isn’t abstract; it’s a container for disciplined thinking.

  • Risk modelling is just geometry with uncertainty.

What this reveals about the system I’m building

AION will eventually support underwriters making decisions in uncertain, high-stakes environments.

To build that system well, I need:

  • Aristotle’s clarity

  • Euclid’s structure

  • Astronomy’s sense of motion and reference

  • Rocketry’s respect for forces and constraints

This week made something obvious:

The deeper I go into ancient logic and physical systems, the better I understand the architecture of risk. Which makes me wonder: what other centuries-old frameworks am I missing?

And that’s the real point of these weekly connections —
to build the inner blueprint for the outer system.

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My Vitruvian Man: Learning from Leonardo in the Age of AI

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Weekly Connections #1