Origins & Computability · 1969
Perceptrons (Minsky-Papert critique)
Minsky and Papert's book analyzed the mathematical capabilities of single-layer perceptrons, proving they cannot compute functions that are not linearly separable, such as XOR, which clarified the fundamental limits of that model.
Editorial record
Plain-language summary
Through geometric and algebraic analysis the authors characterized exactly which predicates a single-layer perceptron can and cannot represent, showing that some require information the local, limited-order perceptron cannot combine, with XOR and connectedness as prominent examples of failures. They noted that multilayer networks could in principle overcome these limits but that no effective training method for them was then known. The rigorous negative results are widely credited with cooling early enthusiasm and funding for neural network research until multilayer training via backpropagation was popularized in the 1980s.
Knowledge graph
Relationships
Antecedents
ChallengesEvidence: Strongly supported
Backpropagation (Learning representations by back-propagating errors)
Backprop answers the multilayer critique
A-001
Descendants
ChallengesEvidence: Direct
The Perceptron
Minsky-Papert prove perceptron limits
O-018
Source record
Provenance
- Record ID
- O-018
- Record created
- 2026-07-13
- Last reviewed
- 2026-07-14
- Record version
- 2
Citation caveat: Citation metadata is approximate and marked unverified in the source dataset.