+**Zipf's Law** describes a fascinating statistical regularity where, in many ordered systems, the second item is roughly half as common as the first, the third a third as common, and so on. It reveals how a few elements dominate while many others are rare, from word frequencies to city populations. This universal pattern hints at underlying principles of [Rank Distribution](/wiki/rank_distribution) and [Power Laws](/wiki/power_laws) in complex systems.
+## See also
+- [Pareto Principle](/wiki/pareto_principle)
+- [Benford's Law](/wiki/benfords_law)
+- [Heavy Tail](/wiki/heavy_tail)
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