
AI and Computing · Built from a recipe
Perceptron
F4 on the minor comb. Its drum rings at 340.1 Hz.
A perceptron is the simplest artificial neuron, described by Frank Rosenblatt in 1958.
- Shelf
- AI and Computing
- Kind
- Built from a recipe
- Sound
- Yes
- Hands-on
- Yes
- Licenses
- Own work (made in the page)
Its note
Splashery stretches a drumhead over this Splash's outline, twelve inches across, and finds the ways it can ring. Its lowest is 340.1 Hz, 46 cents flat of F4. The next fifteen are its overtones, and each one draws its own figure: sand gathers on the lines that stay still.

- 1340 Hz
- 2456 Hz
- 3602 Hz
- 4607 Hz
- 5678 Hz
- 6761 Hz
- 7784 Hz
- 8885 Hz
- 9910 Hz
- 10926 Hz
- 11940 Hz
- 121018 Hz
- 131051 Hz
- 141092 Hz
- 151120 Hz
- 161165 Hz
How to play
Tap it to try an example. Hands-on: tap an input lamp to switch it; the output updates.
Its controls
| Control | Kind | Range | Start |
|---|---|---|---|
| Try an example | Tap | ||
| Try | Button | ||
| Flip | Button | ||
| View | List | 2 choices | Poster (2D) |
About it
A perceptron is the simplest artificial neuron, described by Frank Rosenblatt in 1958. It takes a few inputs, multiplies each by a weight (how much that input counts), and adds them up. If the sum passes a threshold, it fires: its answer is 1, otherwise 0. It learns by nudging its weights each time it gets an answer wrong.
Tap it: inputs X1 and X3 light up and send pulses along wires as thick as their weights. The sum fills the gauge but stays under the threshold line, so the lamp flashes red. The two live wires thicken, the pulses go again, the gauge passes the line and the lamp lights gold. Pick the flat poster or a 3D model in the Splash tab. This repeats a scripted learning example; it does not keep training on your taps. With ✋ Hands-on on, tap an input lamp to switch it on or off: the sum, the gauge and the output lamp show the perceptron's answer at once, with its learned weights.
Details
- Splats
- Opens at 200,000 at Mid Detail, 120,000 at Low, and up to 710,000 at Max
Is it right?
The weighted sum and threshold example are consistent with a perceptron. The weight change is a prepared learning example, and tapping does not train a new model.
Correct
A perceptron sums weighted inputs and applies a threshold.1
Inputs 1, 0, 1 give sums 0.35 before and 1.35 after, with threshold 1.
Simplified
The weight change illustrates a learning update.1
Adding 0.5 times each active input gives the stored second weight set, but the update is not calculated from a live training example.
Correct
Rosenblatt described the perceptron in 1958.1
The About text now dates the published description, instead of asserting a precise invention year.
- 1The perceptron (1958), Frank Rosenblatt, Psychological Review
- Simplified
- Three fixed inputs and two stored weight sets repeat on each tap. There is no training dataset, learned bias, or ongoing optimizer.
Sources and credits
Made in Splashery. Its code is MIT.



