Income Inequality / Wealth Concentration Index (Gini Coefficient)
From the Housing and Land Survey's published municipal-level distribution of household income across 6 bands (under ¥3M / ¥3–5M / ¥5–7M / ¥7–10M / ¥10–15M / ¥15M+), we assume a representative value (midpoint) for each band, approximate a Lorenz curve, and estimate a Gini coefficient (0 = perfect equality to 1 = perfect inequality) along with the median income.
Gini coefficient = 1 − 2 × (the area under the Lorenz curve, approximated via the trapezoidal rule from each band's cumulative household share and cumulative income share)
*Official Gini coefficient calculations (e.g. the Ministry of Internal Affairs' Family Income and Expenditure Survey) use roughly 19 detailed income bands, whereas this index approximates from just 6 bands and is therefore comparatively coarse. In particular, the open-ended "¥15M+" band assumes a representative value (1.5× the ¥15M floor = ¥22.5M), which may understate actual inequality. Use as a reference only. No town/chome-level data exists — municipal level only.