this is f*cking insane, Claude Code turned a technical drawing into a 3D model you can edit
Dario Amodei (CEO of Anthropic) put 14 agents to work on a CAD application with 620,000 lines of code. the assignment was to make it build parts from drawings and check every dimension it could read
drop in a bracket drawing. get a model with editable holes, bends and mounting points
change the hole spacing from 40 mm to 55 mm and the part rebuilds around the new measurement
a model that looks right can still be impossible to manufacture
one drawing left the wall thickness unspecified. the system flagged the missing measurement instead of quietly inventing it
34 of 40 sample parts passed dimension and solid-geometry checks. six needed clarification before they could be accepted
give Claude Code an open-source CAD repository and a fully dimensioned sample drawing, then ask:
"Build a drawing-to-model workflow inside this application
1. Extract dimensions, units and geometric constraints from the drawing. Link each measurement to its location and flag anything missing or ambiguous
2. Use the application's existing modeling API to construct an editable feature tree. Keep dimensions as named parameters rather than baking them into a mesh
3. Have a separate agent compare the model against the drawing. Check dimensions, hole positions and whether the result is a valid solid
4. Build a view showing the drawing beside the model. Let me change a parameter, rebuild the part and export it with a verification report"
start with a simple part whose dimensions you can check by hand
keep unresolved measurements visible. passing these checks does not establish material strength or fitness for a real assembly
watch the drawing become an editable model below
The same seven notes rearrange into seven distinct sonic universes through cyclic permutation of a single interval sequence WWHWWWH.
This diagram maps every relative mode of C major alongside its parallel majors, revealing the dihedral structure that links keys by transposition and rotation in ℤ/12ℤ.
Those rotations power everything from generative AI composition engines to the spectral analysis that lets synthesizers and medical audio processors reconstruct harmonic series with mathematical exactness.
The geometry of sound is written in modular arithmetic.
What we call radio, visible light, X-rays and gamma rays are all part of the same electromagnetic phenomenon.
The visible range is just a tiny window our eyes happen to detect.
Complex systems in systems biology, neuroscience, geomorphology, ecology, and social sciences are commonly represented as networks to study their interconnections. Nodes and links represent key elements and relationships, such as genes or enzymes in metabolic pathways, neurons or brain areas, spatial points in landscapes, habitat patches, and individuals in groups, incorporating specifics like link directionality, weights, spatial aspects, and community detection.
Transportation planners use network theory to design efficient subway systems by optimizing station connections and identifying critical transfer points that affect overall passenger flow.
Touch the art.
I mean walk up to it on your wall and put your hands on it.
Mount a kinetic 3D collage touchscreen in your home and it stops being a picture. You reach in, move the layers, and the face shifts under your fingers.
Living 3D art you actually touch.
This is the next evolution of my 3D journey.
https://t.co/6I0KrdHd5N
Fast Fourier Analysis in action.
Any complex waveform, sound, or shape can be perfectly reconstructed as the sum of simple rotating circles (epicycles).
A Neural Sheet Discovers the Shape of Data
A self-organizing map (SOM) starts as a flat sheet of neurons with no knowledge of the data around it. For every input sample, it finds the best-matching neuron,
c = argminᵢ ‖x - wᵢ‖,
and updates that neuron together with its neighbours,
wᵢ ← wᵢ + η(t)hᶜᵢ(t)(x - wᵢ).
As the neighbourhood radius shrinks during training, the sheet gradually bends and folds onto the hidden geometry of the dataset while preserving its neighbourhood structure.
Developed by Finnish computer scientist Teuvo Kohonen, the Self-Organizing Map remains one of the most elegant examples of competitive learning, where order emerges from thousands of simple local updates.
#MachineLearning #ArtificialIntelligence #SelfOrganizingMap #NeuralNetworks #DataVisualization #Mathematics #ComputerScience #Finland #TeuvoKohonen
Taxonomic graph analysis of personality questionnaire data uncovers this three-tiered network.
Bottom-level facets cluster into six mid-level traits - Neuroticism, Sociability, Conscientiousness, Integrity, Openness to Experience, and Impulsivity - which organize under three meta-traits:
Stability, Plasticity, and Disinhibition.
Node colors align with the legends shown, and connecting lines indicate empirical statistical associations identified in the IPIP-NEO dataset.
It is used to refine personality assessment tools and investigate links between traits and mental health conditions.
The hands on Gift of Time have reached their maximum speed at the summer solstice on June 21.
Their rotation speeds up and slows down on a smooth curve tied to the solstices and equinoxes.
From here, they slowly begin to slow down again.
Gift of Time #223
A few installation views of Studies in Perception I (1966/67) by Leon D. Harmon & Kenneth C. Knowlton.
Seen in The Machine (1968-69), Tendencies 4 (1969), Some More Beginnings (1968-69), Computers & Art (1987-88).
“Originally conceived as a social experiment, the idea grew out of a wish to stimulate dialogue between two parts of the on-chain, generative art communities. Each particle cloud operates as an autonomous system governed by physics-based algorithms until paired with another instance where behavioural synchronisation emerges”
entangled by @_nonfigurativ_
A robot with 20 legs! 🐛
Duke University researchers published a study presenting a sea-urchin-like robot with 20 legs.
The robot, called Argus, has no front or back. Twenty telescoping legs radiate from a central body, with a depth camera at each leg tip.
The design allows it to move in any direction, stabilize after being pushed, cross rough terrain, carry 10-pound payloads, and even climb walls.
The researchers didn't ask "what animal should we copy?" Instead, they focused on a mathematical concept called dynamic isotropy, how symmetrically a robot can accelerate in every direction. A score of 1 means perfect symmetry in all directions.
Most robots today, including advanced quadrupeds and humanoids, score below 0.6. Argus scored 0.91, close to theoretical maximum.
How? They arranged the body around a regular dodecahedron (a shape with 12 pentagonal faces), giving Argus a nearly uniform field of view and eliminating the need to orient itself the way conventional robots do.
When tested on uneven ground, concrete, grass, sand, wet surfaces, Argus handled obstacles, kept moving with broken legs, and pushed heavy objects while rolling.
Read the article here: https://t.co/LQ4Q4mWSUb
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