Best Cities for Mathematicianss

Cities ranked by purchasing power — where mathematicianss get the most value from their salary after accounting for cost of living. A score above 1.00 means better than national average.

How we calculate this: City Score = (Local Salary ÷ National Median) ÷ (Local Cost ÷ National Avg Cost). A score of 1.20 means 20% better purchasing power than average.
#LocationScore
1Seattle-Tacoma-Bellevue, WAMetro1.28
2WashingtonState1.19
3Washington-Arlington-Alexandria, DC-VA-MD-WVMetro1.15
4VirginiaState1.13
5IllinoisState1.06
6MarylandState0.95
7CaliforniaState0.90
8New YorkState0.89
9Rhode IslandState0.86
10NevadaState0.81
11IndianaState0.77
12MassachusettsState0.76
13Boston-Cambridge-Newton, MA-NHMetro0.72
14ColoradoState0.64
15MichiganState0.56
Data Sources: Salary: U.S. Bureau of Labor Statistics (OEWS). Cost of Living: BEA Regional Price Parities (2024). Rent: HUD Fair Market Rents (FY2025).