The Physics of Learning: How Race-Architecture Constraints Explain What We Know About Teaching, Communication, and Understanding

Paper 16 · Pødenphant Lund, T. (2026) · Preprint · Live on Zenodo

A didactic translation of Friction Theory mechanics to human learning, teaching, and communication. Three traditions of learning science are each empirically excellent and mechanically thin: cognitive load theory and multimedia learning (Sweller, Mayer); desirable difficulties and retrieval practice (Bjork, Roediger, Karpicke); psychological safety and need-prepotency (Maslow, Edmondson). This paper proposes they are local consequences of the same substrate-universal physical constraints: bounded-capacity race-architecture, friction as the cost of unresolved competing routes, hysteresis as encoding-through-loading, and the Net Friction Rule. For audiences in education research, instructional design, and organisational psychology.

DOI (concept)10.5281/zenodo.20416959
Statusv2 live on Zenodo (2026-05-29); v3 in preparation
AudienceEducation research, instructional design, organisational psychology
AuthorTomas Pødenphant Lund [ORCID]

TL;DR

Three traditions of learning science have each produced robust empirical findings without converging on a shared mechanism:

Paper 16 proposes the three are local consequences of the same substrate-universal physical constraints: bounded-capacity race-architecture, friction as the cost of unresolved competing routes, hysteresis as encoding-through-loading, and the Net Friction Rule as integrated-friction optimisation. The substrate-level account derives, rather than postulates, working-memory limits, the testing effect, the spacing effect, expertise reversal, and the prepotency of safety-field activity over substantive-content processing.

The LLM substrates (Paper 4, Paper 13) provide a mechanical mirror where the substrate-mechanical constraints are visible without anaesthetic; the same constraints are predicted to operate on biological substrates with biological-substrate-specific instantiation. Four falsification conditions are specified.

Three central commitments

Substrate-mechanical account of established didactics

Race-architecture (R1–R3), friction as competing-route cost, hysteresis as encoding-through-loading, and the Net Friction Rule are developed for a non-AI / non-FT-familiar audience. The substrate-level account derives, rather than postulates, five classical findings of learning science:

LLM substrates as mechanical mirror

Per-token competing-routes signature, capacity-titration threshold-collapse, volume-asymmetry between dense and dilute content, substrate-graded expertise reversal, and (v3) a depth-of-commitment bifurcation at the overload cliff observed on LLM substrates make the substrate-mechanical constraints empirically visible. The LLM evidence is positioned as mechanical mirror, not load-bearing: Paper 1 (substrate theory) and Paper 4B (substrates encode experience) carry the load as Zenodo-live empirical anchors; Paper 4 (LLM calibration) and Paper 13 (Operational Friction Theory) provide preliminary mechanistic support.

Three classroom failure modes from one mechanism

Three distinct classroom failure modes are derived from one substrate-mechanical constraint:

The matched-friction principle (Paper 6) specifies the don't-over-explain corollary as upper-boundary matched-friction violation. Diagnostic protocols and intervention recipes are mode-specific.

Methodological commitments

Programmatic hypothesis. The substrate-level account is presented as a programmatic hypothesis, not a closed theory. Section 2.7 positions Friction Theory relative to predictive-processing (Friston, Clark), ACT-R (Anderson), and Bayesian cognitive science (Chater, Oaksford); commit-pressure under bounded race-architecture is identified as the load-bearing structural assumption that distinguishes the substrate-level account from these alternatives.

Implications. Section 8 includes:

Four falsification conditions:

  1. Substrate-mechanical signature on biological measurements.
  2. Matched-friction window measurability.
  3. Capacity-titration threshold-collapse.
  4. Per-token competing-routes signature on biological substrates.

Connections to other papers in the series

Read the paper

The full paper is on Zenodo (concept DOI 10.5281/zenodo.20416959):

Pødenphant Lund, T. (2026). The Physics of Learning: How Race-Architecture Constraints Explain What We Know About Teaching, Communication, and Understanding. Zenodo. https://doi.org/10.5281/zenodo.20416959

Read on Zenodo → · Plain English version · Dansk version