claim
active
claim:the-multiplicative-scoring-formula-rewards-breadth-over-concentration-and-makes-opponent-modeling-criticalThe multiplicative scoring formula rewards breadth over concentration and makes opponent modeling critical
design rationale for game mechanics
Source paper
extracted_from(2026) · Robert Müller · Clemens Müller
Related by similarity (8)
cosine ≥ 0.65 · no typed edgeEntities in the same semantic neighborhood but without a typed relation to this one — candidates for new edges or unrecognized duplicates.
- Score = (sum of completed quartet values) × (number of quartets), making portfolio composition consequential.
- Score = (sum of completed quartet values) × (number of completed quartets), rewarding breadth.
- Multi-scale competency increases the apparent IQ of the evolutionary process, enabling better generalization.hypothesis0.745Hypothesis linking competency to evolutionary learning efficiency.
- Central thesis about the role of agency in evolutionary dynamics.
- Task balancing requires simultaneous consideration of both loss scales and gradient magnitudesclaim0.737Core interpretive position of DB-MTL: complementarity of loss and gradient perspectives
- The reward hypothesis underpinning RL, quoted from Sutton and Barto.
- explains divergence from static benchmarks
- Argues that there are fewer representations competent for N tasks than M<N tasks, so more general models have a smaller solution space