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THE CONSCIOUSNESS ATLAS
Read. Experiment. Follow the evidence.

ConsciousnessLearn · Explore · Joseph Anady
Consciousness Atlas · Learning studio

From a symbol
to understanding.

Learn the mathematics, trace the AI builds, and read the evidence. One idea, one worked example, one experiment at a time.

New here? Start with the symbols. Every path stays open, so you can also begin with the topic you need.

Try an idea before you read it

How close is close?

Change the input. Watch distance from one turn into a score.

Teaching model · computed in your browser

Distance from unity

Move the input, watch the distance from 1 change, and calculate the score yourself.

U(x)=11+∣x−1∣U(x)=\frac{1}{1+|x-1|}

x is a real input and |x − 1| is its absolute distance from 1. The displayed domain is −3 ≤ x ≤ 5; the mathematical function is defined for every real x.

Try this: compare x = 0 and x = 2. Why do they produce the same score?

Experiment controls

The default worked example is shown below.

Distance |x − 1|0
Unity score1
Maximum1Reached only at x = 1
Unity score by inputAt x = 1, distance is 0 and the score is 1. The peak is at x = 1.0-30.5511.15xU(x)
At x = 1, distance is 0 and the score is 1. The peak is at x = 1.

Substitute, then simplify: U(1) = 1 ÷ (1 + 0) = 1. Equal distances on either side of 1 give equal scores. A score of 1 is a property of this function; it is not evidence of consciousness.

Reference inputs
xDistance from 1U(x)
-120.3333
010.5
101
210.5
320.3333
Learn why this curve behaves this way
5 learning paths25 guided lessons100 practice questions7 working labs
Choose a direction

A path through the ideas.

Start with the foundations or choose a question you want to answer. Each path connects back to the original research.

Start here · 5 lessons · about 60 min

Read a mathematical model

Learn to read the Atlas one operation at a time: symbols, valid inputs, scales, composition, and the meaning of a result.

Open a lesson to begin.
Explore this path
Foundations to research · 5 lessons · about 60 min

Information and partitions

Build from uncertainty to exact small-system partition search, then read the normalized MIP study with the right definitions.

Open a lesson to begin.
Explore this path
Practical mathematics · 5 lessons · about 60 min

Optimization and learning

See gradients move a state, investigate bad step sizes, and connect controlled updates to the project’s optimization records.

Open a lesson to begin.
Explore this path
Research practice · 5 lessons · about 60 min

Evaluate the research

Turn a broad claim into a testable question, choose meaningful baselines, and read results without outrunning the evidence.

Open a lesson to begin.
Explore this path
Learn by doing

Try it. Check it.
Make the next connection.

Practice gives you specific feedback, hints when you need them, and a way to revisit ideas. Your reading and independent answers are tracked separately.

  1. 01

    Build an intuition

    Read a focused explanation with an example from the project.

  2. 02

    Change something

    Adjust a parameter, follow an update, or compare possible outcomes.

  3. 03

    Explain the result

    Check your answer and connect the result to what the evidence supports.

The complete research atlas

Keep the source in sight.

The learning paths sit alongside the complete recovered archive: 2,910 mathematical records, 292 builds, 77 generations, and 15 manuscript editions.

Enter the research archive

Progress is kept in this browser. How learning works

Search equations, builds, manuscript text, and recovered sources.