universal scaling laws
Universal scaling laws refer to mathematical relationships and patterns that hold true across different systems or phenomena, regardless of their specific details or scales. These laws describe how certain properties or behaviors of a system change or scale proportionally to other related factors, allowing for the prediction and understanding of complex phenomena across diverse domains.
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Related Concepts (16)
- allometric scaling
- economic scaling
- fractals
- metabolic scaling
- network scaling
- pareto distribution
- period-doubling cascades
- power laws
- scaling in biological systems
- scaling in physical systems
- scaling in social systems
- scaling invariance
- self-similarity
- similarity in natural sciences
- urban scaling
- zipf's law